{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "view-in-github", "colab_type": "text" }, "source": [ "\"Open" ] }, { "cell_type": "markdown", "metadata": { "id": "w1eJGgplR2ca" }, "source": [ "# Import libraries and install packages" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "ztWmkFD0EPES", "outputId": "b8a8ab30-c985-4273-8798-1d1baeefc66b" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n", "Collecting geemap\n", " Downloading geemap-0.20.6-py2.py3-none-any.whl (2.2 MB)\n", "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m2.2/2.2 MB\u001b[0m \u001b[31m30.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", "\u001b[?25hCollecting bqplot (from geemap)\n", " Downloading bqplot-0.12.39-py2.py3-none-any.whl (1.2 MB)\n", 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shap\n", "\n", "# Talking with local terminal on your computer\n", "import os\n", "\n", "# GEE\n", "import ee\n", "from geemap.conversion import js_snippet_to_py\n", "import geemap\n", "from geemap import ml\n", "\n", "# Geospatial data manipulation and analysis tools\n", "import geopandas as gpd\n", "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "from matplotlib.image import imread\n", "import tensorflow as tf\n", "import seaborn as sns\n", "import time\n", "import math\n", "\n", "# Machine learning with sci-kit learn\n", "from sklearn import ensemble, metrics\n", "from sklearn.model_selection import train_test_split, learning_curve, validation_curve, GridSearchCV\n", "from sklearn.metrics import confusion_matrix, classification_report, accuracy_score\n", "from sklearn.ensemble import RandomForestClassifier\n", "from sklearn.preprocessing import StandardScaler, MinMaxScaler\n", "from sklearn.pipeline import Pipeline\n", "from sklearn.decomposition import PCA\n", "from sklearn.datasets import (make_blobs,\n", " make_circles,\n", " make_moons)\n", "from sklearn.cluster import KMeans, SpectralClustering, DBSCAN\n", "from sklearn.metrics import silhouette_score, f1_score\n", "\n", "import scipy.stats as stats\n", "\n", "# Statistical tests\n", "import statsmodels.api as sm\n", "from scipy.stats import shapiro \n", "import scipy.stats as stat\n", "from math import sqrt\n", "import shap\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 36 }, "id": "Zbnu0bKfEhcY", "outputId": "be27131b-60d0-4aa8-ba19-f2d27f4d76ba" }, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "'/device:GPU:0'" ], "application/vnd.google.colaboratory.intrinsic+json": { "type": "string" } }, "metadata": {}, "execution_count": 2 } ], "source": [ "# Check which prorcessor unit we are using\n", "tf.test.gpu_device_name()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "L2l-hgCCEjOD", "colab": { "base_uri": "https://localhost:8080/", "height": 182 }, "outputId": "54a2c3d7-7299-4c4f-c112-e7c5c2a183a6" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "To authorize access needed by Earth Engine, open the following URL in a web browser and follow the instructions. If the web browser does not start automatically, please manually browse the URL below.\n", "\n", " https://code.earthengine.google.com/client-auth?scopes=https%3A//www.googleapis.com/auth/earthengine%20https%3A//www.googleapis.com/auth/devstorage.full_control&request_id=9zxjkZY6Kuhwr4v92_SEc0fQzi666JcsmldzAZBAfxk&tc=RoLUng-fhEY8uBUxRuIEhdNX9tHvWq68yShbMU1mxdo&cc=xGVrHj1LefYW8D0WJhrv5be1hIJTb7M-YN5QyS_2Oh4\n", "\n", "The authorization workflow will generate a code, which you should paste in the box below.\n", "Enter verification code: 4/1AbUR2VOjFoQtQ2EGa_UpsSGhHOXzSz3xm1dPjhyECbKHQAhFRR0yA24jJEA\n", "\n", "Successfully saved authorization token.\n" ] } ], "source": [ "# Initialize access to GEE\n", "Map = geemap.Map()\n", "\n", "# 0) Follow external link \n", "# 1) Choose project name\n", "# 2) \"Generate token\"\n", "# 3) Choose account\n", "# 4) Give access (check of both boxes)\n", "# 5) Copy authorization code\n", "# 6) Add authorization code below" ] }, { "cell_type": "markdown", "source": [ "# Functions\n", "- Deglint\n", "- Remove duplicates\n", "- Tau\n", "- Variance\n", "- Confusion matrix\n", "- CM maker" ], "metadata": { "id": "clFCidMpADYY" } }, { "cell_type": "markdown", "source": [ "Deglint" ], "metadata": { "id": "WTC1Y901GT5R" } }, { "cell_type": "code", "source": [ "\n", "# Deglint function\n", "def deglint(img, glint):\n", " '''\n", " Sun-glint correction of image\n", " '''\n", " # Blue (B2) and NIR (B8) \n", " # linearfitB gets linear relationship (slope) and offset between the Blue and NIR bands\n", " linearfitB = img.select(['B8','B2']).reduceRegion(\n", " **{\n", " 'reducer': ee.Reducer.linearFit(), \n", " 'geometry': glint,\n", " 'scale':10,\n", " 'maxPixels':1e9\n", " }) \n", "\n", " # Green (B3) and NIR (B8)\n", " # linearfitG gets linear relationship (slope) and offset between the Green and NIR bands \n", " linearfitG = img.select(['B8','B3']).reduceRegion(\n", " **{\n", " 'reducer': ee.Reducer.linearFit(),\n", " 'geometry': glint,\n", " 'scale':10,\n", " 'maxPixels':1e9\n", " }) \n", " # Red (B4) and NIR\n", " # linearfitR gets linear relationship (slope) and offset between the Red and NIR bands\n", " linearfitR = img.select(['B8','B4']).reduceRegion(\n", " **{\n", " 'reducer': ee.Reducer.linearFit(),\n", " 'geometry': glint,\n", " 'scale':10,\n", " 'maxPixels':1e9\n", " })\n", " \n", " \n", " slopeImage = ee.Dictionary( # Collects the slopes in a dictionary \n", " {\n", " 'Blue': linearfitB.get('scale'),\n", " 'Green': linearfitG.get('scale'),\n", " 'Red': linearfitR.get('scale')\n", " }).toImage() # Converts dicitonary to image\n", " \n", " # Define minimum NIR value.\n", " # Source code: https://gis.stackexchange.com/questions/331890/wgs84-projection-is-invalid-for-aggregations . Accessed 02.03.23 \n", " minNIR = img.select('B8').reduceRegion(ee.Reducer.min(), glint, 10).toImage()\n", " # Deglint formula\n", " return img.select(['B2','B3', 'B4']).subtract(slopeImage.multiply(img.select('B8').subtract(minNIR)))\n", "\n", "\n" ], "metadata": { "id": "tHcDtCAObksO" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "Removing duplicates" ], "metadata": { "id": "NzjYyUmzGRkT" } }, { "cell_type": "code", "source": [ "# Function to remove duplicates from a dataset\n", " def remove_duplicates(data):\n", "\n", " # Get the class column name\n", " label = data.columns[-1]\n", "\n", " # remove all duplicates\n", " data_ndup = data.drop_duplicates()\n", "\n", " # Check for imbalance in dataset\n", " minimum = min(data_ndup[label].value_counts())\n", "\n", " # Correct for imbalance in dataset\n", " # source code: https://stackoverflow.com/questions/52935324/make-dataframe-balanced-with-respect-to-a-specific-column. Accessed 13.03.23\n", " data_ndup = (data_ndup.groupby(label, as_index=False)\n", " .apply(lambda x: x.sample(n=minimum))\n", " .reset_index(drop=True))\n", " return data_ndup" ], "metadata": { "id": "neaKnxYzGQwp" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ " Confusion matrix" ], "metadata": { "id": "v7QnYbl7F4QG" } }, { "cell_type": "code", "source": [ "def cm_datsets(cm1, cm2, cm3, cm4, cm5, title):\n", " '''\n", " Insert two different confusion matrices (cms) created with sci-kit learns:\n", " cm = confusion_matrix(y_true,y_pred)\n", " '''\n", "\n", " # Plot confusion matrices next to each other \n", " # Source code: https://stackoverflow.com/questions/61016110/plot-multiple-confusion-matrices-with-plot-confusion-matrix. Accessed 21.03.23\n", " font_dict = {'fontsize': 15,\n", " 'fontweight':15}\n", "\n", " font = {\n", " 'weight' : 'bold',\n", " 'size' : 15}\n", "\n", " fig, ax = plt.subplots(1, 5, figsize=(25,8), sharex = True, sharey = True)\n", " fig.suptitle(str(title), fontsize=20)\n", " ax[0].set_title(\"Dataset 1\")\n", " ax[1].set_title(\"Dataset 2\")\n", " ax[2].set_title(\"Dataset 3\")\n", " ax[3].set_title(\"Dataset 4\")\n", " ax[4].set_title(\"Dataset 5\")\n", " names=['water', 'seaweed', 'seagrass']\n", "\n", " metrics.ConfusionMatrixDisplay(\n", " confusion_matrix = cm1/cm1.astype(float).sum(axis=0), display_labels=names).plot(ax=ax[0], cmap='Blues') # values_format= '2g'\n", "\n", " metrics.ConfusionMatrixDisplay(\n", " confusion_matrix =cm2/cm2.astype(float).sum(axis=0), display_labels=names).plot(ax=ax[1], cmap='Blues')\n", "\n", " metrics.ConfusionMatrixDisplay(\n", " confusion_matrix =cm3/cm3.astype(float).sum(axis=0), display_labels=names).plot(ax=ax[2], cmap='Blues')\n", "\n", " metrics.ConfusionMatrixDisplay(\n", " confusion_matrix =cm4/cm4.astype(float).sum(axis=0), display_labels=names).plot(ax=ax[3], cmap='Blues')\n", "\n", " metrics.ConfusionMatrixDisplay(\n", " confusion_matrix =cm5/cm5.astype(float).sum(axis=0), display_labels=names).plot(ax=ax[4], cmap='Blues')\n", "\n", " #values_formatstr\n", " plt.rc('font', **font)\n", " plt.tight_layout() \n", " return plt.show()" ], "metadata": { "id": "FXMKLIN5F2_n" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "Tau and variance functions" ], "metadata": { "id": "Dmew4Eu7BtUr" } }, { "cell_type": "code", "source": [ "def tau(pra_x):\n", " pre = 0.33333 #chance from three classes are 0.3333 \n", " return (pra_x - pre)/(1-pre)\n", "\n", "def variance(data, accuracy):\n", " pre = 0.33333 \n", " return accuracy*(1-accuracy)/(len(data)*((1-pre)**2))" ], "metadata": { "id": "41yqCf00BsrZ" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "CM maker" ], "metadata": { "id": "qZYpA446GIW4" } }, { "cell_type": "code", "source": [ "#from sklearn.metrics import confusion_matrix\n", "# Source code: https://stackoverflow.com/a/59839952. Accessed: 03.05.2023\n", "\n", "def cm_maker(cmx, title):\n", " cm = cmx/cmx.astype(float).sum(axis=0)\n", "\n", " # figure(figsize=(WIDTH_SIZE,HEIGHT_SIZE))\n", " plt.figure(figsize=(5,4))\n", " ax = plt.subplot()\n", " sns.set(font_scale=1.2) # Adjust to fit\n", " sns.heatmap(cm, annot=True, ax=ax, cmap=\"Blues\", fmt=\".2g\"); \n", "\n", " # Labels, title and ticks\n", " label_font = {'size':'18'} # Adjust to fit\n", " ax.set_xlabel('Predicted labels', fontdict=label_font);\n", " ax.set_ylabel('Tru labels', fontdict=label_font);\n", "\n", " title_font = {'size':'21'} # Adjust to fit\n", " ax.set_title(title, fontdict=title_font);\n", "\n", " ax.tick_params(axis='both', which='major', labelsize=13) # Adjust to fit\n", " ax.xaxis.set_ticklabels(['Water', 'Seaweed', 'Seagrass']);\n", " ax.yaxis.set_ticklabels(['Water', 'Seaweed', 'Seagrass']);\n", " return plt.show()" ], "metadata": { "id": "CIqoPgKpGG86" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "c_KJzjYG2Kwt" }, "source": [ "# Collecting training data" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "r0z8ris6ErPY", "outputId": "89c682a2-3e57-4b12-fe4b-b1874957d26d" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Number of images fulfilling the cloud-coverage critera that will be used to make a composite image: 4\n", "The least cloudy image was taken (YYYY-MM-DD): 2019-07-19\n", "Cloud percentage: 3.15% of the least cloudy image\n", "features available: ['B2', 'B3', 'B4', 'B8']\n" ] } ], "source": [ "# Source code: https://developers.google.com/earth-engine/guides/ic_info. Accessed: 16.02.2023\n", "point = ee.Geometry.Point([-69.740859, 43.544235]) # Center around a specified point\n", "\n", "# Criteria for maximum cloudiness\n", "MAX_CLOUD_PROBABILITY = 5\n", "CLOUD_THRES = 5\n", "\n", "# Get the least cloudy image\n", "image_train = (\n", " ee.ImageCollection('COPERNICUS/S2_SR') # Dataset from GEE\n", " .filterBounds(point) # Filter satellite-images around our region of interest (ROI)\n", " .filterDate('2019-06-02','2019-10-01') # Filter time\n", " .sort('CLOUDY_PIXEL_PERCENTAGE') # fiter for cloud percentage\n", " .first() # Take the image with least cloud coverage\n", " .select('B[2-4]','B[8]') # Select bands B2, B3, B4, and B8 as features\n", ")\n", "\n", "# Create a collection of images over a time-periode for training data\n", "s2_coll_train = (ee.ImageCollection('COPERNICUS/S2_SR')\n", " .filterBounds(point) # Filter satellite-images around our region of interest (ROI)\n", " .filterDate('2019-06-02','2019-10-01')\n", " .filter(ee.Filter.lt('CLOUDY_PIXEL_PERCENTAGE', CLOUD_THRES))\n", " )\n", "\n", "# Create a composite training image using min-value\n", "s2_composite_min=s2_coll_train.select(['B[2-4]','B[8]']).min()\n", "# Create a composite training image using the median-value\n", "s2_composite_median = s2_coll_train.select(['B[2-4]','B[8]']).median()\n", " \n", "print('Number of images fulfilling the cloud-coverage critera that will be used to make a composite image:', s2_coll_train.size().getInfo())\n", "print('The least cloudy image was taken (YYYY-MM-DD):', ee.Date(image_train.get('system:time_start')).format('YYYY-MM-dd').getInfo())\n", "cloud_perc = image_train.get('CLOUDY_PIXEL_PERCENTAGE').getInfo()*100\n", "print(f'Cloud percentage: {cloud_perc:,.2f}% of the least cloudy image')\n", "print('features available:', s2_composite_min.bandNames().getInfo())" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "e72457788c1b4494b43f0ad2f67266a9", "a5b7b0fb76ee44d99cfc297dfcfd645a", "738055902d5349f8bf055a7deaae82e8", "c315634c5d6e4b219ef43c955ba523ee", "8b67043bc069428e9d62dbedb1aeaf46", "04903c876c874ff4a04bc97bf650c6f3", "255a8b1bfdb243939b329b4fc9f7be34", "0e5bcbfcc1fd4647bc49dd698a47b04f", "79ea9824542f4b28994e88c4959d92eb", "ecef97aec5be4769a358e2a0839329f9", "f552a8f456c646e5ba552c3f25ea2851", "a332fd2cd3e04a24ad2eabe6def61c49", "62775bccba86442abef0cd26818c0789", "1ff139e4d3bf4facb58b709875de3b49", "bc17a853edf44644b1a7864ebc152066", "c53b4a84cb80490e95fc35b39db5fc24", "ad173935f3bc4968af1b72dfbfa4563d", "8947e9a86bd6410091d82b792fca475f", "e8759997e1054b8d91a8e3608d8f62f4", "b3c2b951576242d998e523c0cdf3ee5d", "138fbfc914ee46599d0aafd741b0923b", "0c82f7be08604b648ffc990698e22063", "1f54852b3ab54c9197f1d1749f19e6b4", "ecb6e0ca71cd4bb58bd8902ea3843c34", "e4314390d1a44b178dbb1fe232f47827", "cb096552bfa24e19a9ec683127989841", "0f251bfdc821402d9e42647f68c71a3c", "418fcc0266b944f0ad1d3330c0bf1942" ] }, "id": "BsXzzAid72Gc", "outputId": "376a0970-6def-47fc-da70-2c31b8a99687" }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(center=[43.544235, -69.740859], controls=(WidgetControl(options=['position', 'transparent_bg'], widget=HBo…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "e72457788c1b4494b43f0ad2f67266a9" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ], "source": [ "# Instantiate a new map\n", "Map = geemap.Map()\n", "Map.set_center(-69.740859, 43.544235, zoom=10)\n", "\n", "# Visually inspect the least cloudy image and composite images given median and minimum values \n", "vis_params = {\"bands\": [ 'B2', 'B3', 'B4'], \"min\": 0, \"max\": 1500, \"gamma\": 3.5}\n", "Map.addLayer(image_train, vis_params, 'Least cloudy sent-2 image')\n", "Map.addLayer(s2_composite_median, vis_params, 'Sent-2 median')\n", "Map.addLayer(s2_composite_min, vis_params, 'Sent-2 min')\n", "\n", "# Use toolbar on the left side, e.g., \" Draw a rectangle\" over an area \n", "# to extract NIR values (min and random) from two pixels. \n", "# Areas of deep waters are recommended.\n", "Map" ] }, { "cell_type": "markdown", "source": [ "# Sunglint correcting Casco Bay image" ], "metadata": { "id": "XOWp8zemV7Kv" } }, { "cell_type": "code", "source": [ "##Sun-glint correction\n", "# Adaptation from https://www.youtube.com/watch?v=_V0X1LdSta4. Accessed 10.02.2023.\n", "shp_path_glint_train = '/content/glint_train.shp'\n", "glint = geemap.shp_to_ee(shp_path_glint_train) # Stores the rectangle(s) geometry to extract NIR-values from\n", "\n", "# Store glint_train locally for reproducability \n", "#Map.draw_features # Collects the drawn rectangle(s)\n", "#glint = ee.FeatureCollection(Map.draw_features) # Stores the rectangle(s) geometry to extract NIR-values from\n", "#geemap.ee_to_shp(glint, filename='/content/glint_train.shp') \n", "\n", "\n", "# Deglinted image\n", "S2_deglint = deglint(s2_composite_min, glint) " ], "metadata": { "id": "_M4uiPMfuK4Q" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "# Creating land/water mask of sun-glint corrected Casco Bay image " ], "metadata": { "id": "IRsDSsFHWJ4-" } }, { "cell_type": "code", "source": [ "mask = S2_deglint.gt(0) # Using threshold 0 to distinguish land from ocean.\n", "s2_deglint_masked = S2_deglint.updateMask(mask) # Ocean mask \n", "\n", "NIR_thres = 500\n", "b8 =s2_composite_min.select('B8')\n", "\n", "# Source code: \n", "p. Accessed: 23.03.23\n", "threshold = b8.where(b8.gt(NIR_thres),1).where(b8.lt(NIR_thres),0)\n", "\n", "# Source code: https://www.youtube.com/watch?v=qO3Te5pfOHc. Accesssed: 23.03.23\n", "S2_masked = threshold.updateMask(threshold) # Land mask\n", "\n", "# Display layers\n", "vis_params_deglint = {\"bands\": [ 'B2', 'B3','B4'], \"min\": 0, \"max\": 1500, 'gamma':3.5} # Visible parameters \n", "\n", "Map.addLayer(S2_deglint, vis_params_deglint, 'sun-glint corrected Sent-2') # Deglinter image \n", "Map.addLayer(s2_deglint_masked, vis_params_deglint, 'masked Sent-2 deglinted image') # Ocean layer without land\n", "Map.addLayer(S2_masked, {'palette': ['black']} , 'S2 Land Mask') # Land mask with black color\n", "Map" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "6efafbf5b992427d9ae957fb5b005167", "d7dc369311864540882ccf6c773a2a6a", "ef514b9dd0b848f29d8df414d8f0e661", "b0febbe8dc58487992aefe19ab51af27", "1232e1ef4e8544b49642393cc4d9fc5c", "40b53fee18cd422f9922037554da587f", "dc12207b883946babb9b3cee7dba56df", "2903bf7af622464e81c9fda6d26a559b", "974b83414b914e7bbbdcc0a08642307c", "5fdee656c2e44413aaeedd1d047bd76a", "ed6fdeeb41ec4770ae4ff2cb67f41a21", "ac80f51374244b3492e3799aebc4d01d", "2cdf48b5ca5d482dba952cfb14e747c7", "3e06d254d7ec4356b4485175861ac769", "002ce5f644a9465793fc408e52190035", "8ca095c753394a64a11cc12691a30527", "c790e07a7f4048b9b11cfc7363c85c88", "aaf3901894154288847fd8550c6ea65c", "3fc3d6a773a548c5b71647388fcdb497", "4a14eb71df854ad19acd25fb2f2edabe", "cf56b2c2974e4773aab8777c81ed65e3", "4fd570e6b8044c41af9e5aa5d2a930f7", "b8a572bc17ad41f3b429998923884c02", "bb3e8892d9b34a63b5bfcc57c3b89af2", "8c177bc5be68411a8b01057cbc44f57b", "388eaaae653941f9b5826f49f70d15c9", "3cb79ad442dd47468344718ca45cd806", "3587fd8d2ac443a9bd5d0d8acaf7fbeb", "a5c5d2d7617549b382c546a44e01e60d", "b0947fac13b647d1885dd43e54d86c64", "1567886b20a4492787efa5fb1442f703", "8bb84616161647b1a78c27c0bcdc7b71", "d032663d2f154bd3a691b1c3ad2dde82", "6f3c1d5282954f1bae4b9156baf9f3a1" ] }, "id": "sTngsE8hWIyC", "outputId": "7815c6d2-dff2-491d-b9e5-cf83176cfcb6" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(bottom=96080.0, center=[43.544235, -69.740859], controls=(WidgetControl(options=['position', 'transparent_…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "6efafbf5b992427d9ae957fb5b005167" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "6efafbf5b992427d9ae957fb5b005167", "d7dc369311864540882ccf6c773a2a6a", "ef514b9dd0b848f29d8df414d8f0e661", "b0febbe8dc58487992aefe19ab51af27", "1232e1ef4e8544b49642393cc4d9fc5c", "40b53fee18cd422f9922037554da587f", "dc12207b883946babb9b3cee7dba56df", "2903bf7af622464e81c9fda6d26a559b", "974b83414b914e7bbbdcc0a08642307c", "5fdee656c2e44413aaeedd1d047bd76a", "ed6fdeeb41ec4770ae4ff2cb67f41a21", "ac80f51374244b3492e3799aebc4d01d", "2cdf48b5ca5d482dba952cfb14e747c7", "3e06d254d7ec4356b4485175861ac769", "002ce5f644a9465793fc408e52190035", "8ca095c753394a64a11cc12691a30527", "c790e07a7f4048b9b11cfc7363c85c88", "aaf3901894154288847fd8550c6ea65c", "3fc3d6a773a548c5b71647388fcdb497", "4a14eb71df854ad19acd25fb2f2edabe", "cf56b2c2974e4773aab8777c81ed65e3", "4fd570e6b8044c41af9e5aa5d2a930f7", "b8a572bc17ad41f3b429998923884c02", "bb3e8892d9b34a63b5bfcc57c3b89af2", "8c177bc5be68411a8b01057cbc44f57b", "388eaaae653941f9b5826f49f70d15c9", "3cb79ad442dd47468344718ca45cd806", "3587fd8d2ac443a9bd5d0d8acaf7fbeb", "a5c5d2d7617549b382c546a44e01e60d", "b0947fac13b647d1885dd43e54d86c64", "1567886b20a4492787efa5fb1442f703", "8bb84616161647b1a78c27c0bcdc7b71", "d032663d2f154bd3a691b1c3ad2dde82", "6f3c1d5282954f1bae4b9156baf9f3a1" ] }, "id": "9qYNZr7XCckE", "outputId": "ba4d62bf-94d2-47af-d4fa-2103e3dde6b4" }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(bottom=96080.0, center=[43.544235, -69.740859], controls=(WidgetControl(options=['position', 'transparent_…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "6efafbf5b992427d9ae957fb5b005167" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ], "source": [ "# Calculating NDVI\n", "nir = s2_composite_min.select('B8')\n", "red = s2_composite_min.select('B4')\n", "ndvi_image = nir.subtract(red).divide(nir.add(red)).rename('NDVI')\n", "\n", "# Add NIR-band to deglinted image\n", "s2_deglint_masked = s2_deglint_masked.addBands(nir)\n", "\n", "# Add NDVI to RGB-image and deglinted image\n", "s2_deglint_masked = s2_deglint_masked.addBands(ndvi_image)\n", "Map" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "6efafbf5b992427d9ae957fb5b005167", "d7dc369311864540882ccf6c773a2a6a", "ef514b9dd0b848f29d8df414d8f0e661", "b0febbe8dc58487992aefe19ab51af27", "1232e1ef4e8544b49642393cc4d9fc5c", "40b53fee18cd422f9922037554da587f", "dc12207b883946babb9b3cee7dba56df", "2903bf7af622464e81c9fda6d26a559b", "974b83414b914e7bbbdcc0a08642307c", "5fdee656c2e44413aaeedd1d047bd76a", "ed6fdeeb41ec4770ae4ff2cb67f41a21", "ac80f51374244b3492e3799aebc4d01d", "2cdf48b5ca5d482dba952cfb14e747c7", "3e06d254d7ec4356b4485175861ac769", "002ce5f644a9465793fc408e52190035", "8ca095c753394a64a11cc12691a30527", "c790e07a7f4048b9b11cfc7363c85c88", "aaf3901894154288847fd8550c6ea65c", "3fc3d6a773a548c5b71647388fcdb497", "8bb84616161647b1a78c27c0bcdc7b71", "d032663d2f154bd3a691b1c3ad2dde82", "6f3c1d5282954f1bae4b9156baf9f3a1", "4a14eb71df854ad19acd25fb2f2edabe", "cf56b2c2974e4773aab8777c81ed65e3", "4fd570e6b8044c41af9e5aa5d2a930f7", "b8a572bc17ad41f3b429998923884c02", "bb3e8892d9b34a63b5bfcc57c3b89af2", "8c177bc5be68411a8b01057cbc44f57b", "388eaaae653941f9b5826f49f70d15c9", "3cb79ad442dd47468344718ca45cd806", "3587fd8d2ac443a9bd5d0d8acaf7fbeb", "a5c5d2d7617549b382c546a44e01e60d", "b0947fac13b647d1885dd43e54d86c64", "1567886b20a4492787efa5fb1442f703" ] }, "id": "dGlyoVSGClEQ", "outputId": "6eb2251a-d6f5-4cd2-9ae4-9c4065a0c6a1" }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(bottom=96080.0, center=[43.544235, -69.740859], controls=(WidgetControl(options=['position', 'transparent_…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "6efafbf5b992427d9ae957fb5b005167" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ], "source": [ "# Store region of interst (training) locally for reproducability \n", "# roi_train = ee.FeatureCollection(Map.draw_last_feature)\n", "#geemap.ee_to_shp(roi_train, filename='/content/roi_train.shp') \n", "\n", "shp_path_roi_train = '/content/roi_train.shp'\n", "roi_train = geemap.shp_to_ee(shp_path_roi_train)\n", "\n", "#Citations:\n", "# Amante, C. and B. W. Eakins, ETOPO1 1 Arc-Minute Global Relief Model: Procedures, Data Sources and Analysis. \n", "# NOAA Technical Memorandum NESDIS NGDC-24, 19 pp, March 2009.\n", "\n", "# Import elevation dataset from GEE\n", "dataset = ee.Image('NOAA/NGDC/ETOPO1')\n", "bathymetry_clipped = dataset.clip(roi_train)\n", "\n", "# Extract band 'bedrock' and rename it bathymetry for convenience\n", "bathymetry = bathymetry_clipped.select('bedrock').rename('bathymetry')\n", "\n", "# Add bathymetry band to deglinted and raw image\n", "s2_deglint_masked = s2_deglint_masked.addBands(bathymetry)\n", "\n", "# Add NDVI-image to map\n", "ndviParams = {min: -1, max: 1, 'palette': ['blue', 'white', 'green']}\n", "Map.addLayer(ndvi_image, ndviParams, 'NDVI image')\n", "Map.addLayer(roi_train, {}, 'training site')\n", "\n", "# Add bathymetry data on the map\n", "bathymetryVis = {\n", " 'min': -7000.0,\n", " 'max': 3000.0,\n", " 'palette': ['011de2', 'afafaf', '3603ff', 'fff477', 'b42109'],\n", "}\n", "Map.addLayer(bathymetry, bathymetryVis, 'bathymetry')\n", "Map" ] }, { "cell_type": "code", "source": [ "# Add ground truth data geometry of seagrass, seaweed, and water\n", "shp_path_SW = '/content/Coastal_Marine_Geology.shp'\n", "seaweed_shp = geemap.shp_to_ee(shp_path_SW)\n", "\n", "shp_path_SG = '/content/MaineDEP_-_Eelgrass_2018_(Casco_Bay_Only).shp'\n", "seagrass_shp = geemap.shp_to_ee(shp_path_SG)\n", "\n", "# Drew rectangles to represent water, than downloaded them locally\n", "# geemap.ee_to_shp(water, filename='/content/water.shp')\n", "shp_path_water = '/content/water.shp'\n", "water_shp = geemap.shp_to_ee(shp_path_water)" ], "metadata": { "id": "OCzY5ymer1CP" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "wCR53MxcaLgS", "outputId": "ad27fa77-5de1-4ea3-a00e-61c7f5551bb5" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "We have: \n", " 4874 samples from the seagrass polygons \n", " 939 samples from the seaweed polygons \n", " 4992 samples from the water polygons \n", "10805\n" ] } ], "source": [ "# increase sample size of seaweed\n", "sample_sw = s2_deglint_masked.sample(**{\n", " 'region': seaweed_shp.geometry(),\n", " 'numPixels':5000, # Collect only a 100 datapoints from the geometries to as there as so few polygons of seagrass in the area\n", " 'geometries': True,\n", " 'seed' :3,\n", " 'scale': 10, # Set to 10 as our resolution is 10-meters\n", "})\n", "\n", "sample_sg = s2_deglint_masked.sample(**{\n", " 'region': seagrass_shp.geometry(),\n", " 'numPixels':5000, \n", " 'geometries': True,\n", " 'seed' :3,\n", " 'scale': 10,\n", "})\n", "\n", "sample_water = s2_deglint_masked.sample(**{\n", " 'region': water_shp.geometry(),\n", " 'numPixels':5000,\n", " 'geometries': True,\n", " 'seed' :3,\n", " 'scale': 10,\n", "})\n", "\n", "# Convert samples from ee-objects to geodataframes\n", "gdf_sw = geemap.ee_to_geopandas(sample_sw)\n", "gdf_sg = geemap.ee_to_geopandas(sample_sg)\n", "gdf_water = geemap.ee_to_geopandas(sample_water)\n", "\n", "# Get number of samples fetched for each class\n", "length_sg = len(gdf_sg)\n", "length_sw = len(gdf_sw)\n", "length_water = len(gdf_water)\n", "print(f'We have: \\n {length_sg} samples from the seagrass polygons \\n {length_sw} samples from the seaweed polygons \\n {length_water} samples from the water polygons ')\n", "\n", " # Crete Class column 'Cover'\n", "gdf_water['Cover'] = int(1) # class water\n", "gdf_sw['Cover'] = int(2) # class seaweed\n", "gdf_sg['Cover'] = int(3) # class seagrass\n", "\n", "\n", "# Merge the three dataframes and create a single dataset\n", "# Source code: https://pandas.pydata.org/pandas-docs/stable/user_guide/merging.html. Accessed 08.02.23\n", "frames = [gdf_water, gdf_sw, gdf_sg]\n", "\n", "data = pd.concat(frames, ignore_index=True)\n", "print(len(data))" ] }, { "cell_type": "markdown", "source": [ "# Visually compare the sample points to the ground truth polygons. " ], "metadata": { "id": "Z1GJJkXKAzWT" } }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "rNJh0yE2b62_", "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "51b6742b33024e2c8340f9bf44eea952", "9b9daf62fe724466bd1551280ccc16a5", "439b3e801d0140b68741f23b94edb4f3", "7ac37d672bdf420eb81a706b6eb22318", "dd5757764e9743dfb844fbbb70f779ea", "181f5a481d03428fb68e4f6a910f49ce", "da7ec3591598445988f9ca88dac6c872", "b2ab18570bb84b58ac2a9456452acbd7", "900d6b0cdbcc425da6f7b7e7b1f11e56", "49c2724c99d24c548f63ed3942fe959c", "95f96e1110934a2ab5a00fd0b05c7b31", "99c8bd298bab4c17b3b8d5ff268fd64f", "53eca3e3e5ea4dafa9ae57ba7625acd8", "854cdcbfc51a47479a2ebb598f0d5d93", "45823ef7f755453783c644ea67220df2", "5c2c915685374099a305b6cece513244", "33ecf86fa09b4336991f708afc5f6896", "2e7dc0ecf3934f63be925141fda4e306", "2c20d6b165404856912693ed73a7b40f", "466dffe81d2f46c1941f6b4544938821", "383a5615019c453093dfec0607db9e47", "b3779b2b62f047738f58a099a9d7c32b", "a825560c3bcd480987174c3be15ef0df", "35347ca422fd4224aa50d6d7bed32ff5", "e8a7cf8625d04812a4d811644f3da0cf", "544bbe482655450b842943a83df793f4", "053ed8c6b9194a8f9c3a3a0816cfb362", "1141ea938ecc438cb8f97ad12d2d6aef", "8fff55d216c14080b524585c3007da91", "bb3db6c28f4740fc802974c0d0a0fb50", "1247c2543e644f478a4828031e6ae22c", "94e007ad31a04c55bd7591b4e43d2030" ] }, "outputId": "2ef07095-7722-49a9-9ed6-d880b4527d99" }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(center=[43.544235, -69.740859], controls=(WidgetControl(options=['position', 'transparent_bg'], widget=HBo…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "51b6742b33024e2c8340f9bf44eea952" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ], "source": [ "Map = geemap.Map()\n", "Map.set_center(-69.740859, 43.544235, zoom=10)\n", "\n", "vis_params = {\"bands\": [ 'B2', 'B3', 'B4'], \"min\": 0, \"max\": 1500, \"gamma\": 1.5}\n", "Map.addLayer(image_train, vis_params, 'Sent-2 image')\n", "Map.addLayer(s2_composite_min, vis_params, 'Sent-2 min')\n", "\n", "vis_params_deglint = {\"bands\": [ 'B2', 'B3','B4'], \"min\": 0, \"max\": 1500, 'gamma':1.5}\n", "\n", "Map.addLayer(S2_deglint, vis_params_deglint, 'sun-glint corrected Sent-2')\n", "Map.addLayer(s2_deglint_masked, vis_params_deglint, 'masked Sent-2 deglinted image')\n", "\n", "vis_params_sw = {'color':'#7b3e00'}\n", "vis_params_sg = {'color':'1c5f2c'} \n", "vis_params_water = {'color':'#0d98ba'} \n", "\n", "# Ground truth polygons \n", "Map.addLayer(seagrass_shp, vis_params_sg, 'seagrass')\n", "Map.addLayer(seaweed_shp, vis_params_sw, 'seaweed')\n", "Map.addLayer(water_shp, vis_params_water, 'water')\n", "\n", "# Sample points\n", "#Map.addLayer(sample_sg, vis_params_sg, 'seagrass samples')\n", "#Map.addLayer(sample_sw, vis_params_sw, 'seaweed samples')\n", "#Map.addLayer(sample_water, vis_params_water, 'water samples')\n", "Map" ] }, { "cell_type": "markdown", "source": [ "# OBIA-method at the training site" ], "metadata": { "id": "iEh5bUN2A3x_" } }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "qGu0xgW2Bfyu", "outputId": "f684b0a6-3777-4794-efd2-837ce579972c" }, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "['clusters',\n", " 'B2_mean',\n", " 'B3_mean',\n", " 'B4_mean',\n", " 'B8_mean',\n", " 'NDVI_mean',\n", " 'bathymetry_mean']" ] }, "metadata": {}, "execution_count": 88 } ], "source": [ "# Select seed-pixels for clustering, spaced at least 36 pixels apart. Clipped to region of interest. \n", "seeds = ee.Algorithms.Image.Segmentation.seedGrid(36).clip(roi_train)\n", "\n", "# Run SNIC --> create super-pixels\n", "snic = ee.Algorithms.Image.Segmentation.SNIC(**{\n", " 'image': s2_deglint_masked, # Image to create superpixels \n", " 'size': 32, # Spacing between each seed in pixels. Each seed are 32 pixels away from each other \n", " 'compactness': 5, # How compact the super-pixels should be. Larger values creates squares, small more organic patterns\n", " 'connectivity': 8, # Number of pixels that can be connected to one pixel. 4 means the pixels around one that shares a side, 8 means also those pixels who touches the corners of a pixel. \n", " 'neighborhoodSize':256, # \n", " 'seeds': seeds # Square grid of seeds. Each seed with a spacing of 36 pixels inbetween them. \n", "})\n", "\n", "# Outputs average values for the super-pixels \n", "snic.bandNames().getInfo()" ] }, { "cell_type": "code", "source": [ "#Display the clusters.\n", "Map.addLayer(snic.randomVisualizer(), None, 'Clusters')\n", "# Display the RGB cluster means.\n", "visParams = {\n", " 'bands': ['B4_mean', 'B3_mean', 'B2_mean'],\n", " 'min': 0,\n", " 'max': 255\n", "}\n", "\n", "vis_params_sw = {'color':'#7b3e00'}\n", "vis_params_sg = {'color':'1c5f2c'} \n", "\n", "Map.addLayer(snic, visParams, 'RGB cluster means')\n", "#Map.addLayer(S2_masked, {'palette': ['black']} , 'S2 Land Mask')\n", "#Map.addLayer(seagrass_shp, vis_params_sg, 'seagrass')\n", "#Map.addLayer(seaweed_shp, vis_params_sw, 'seaweed')\n", "Map" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "014a11b26dfb49c6b0a491a0ebaa914c", "70f619c71bb041d18cb491f033a0ad69", "8776ae2337ba471abf799b5a169d4646", "be3ec1bf814e475d8d768c0d4b08bfeb", "740cd8aaa8fb45fea859386e2a242cd0", "8acc479bceb24e2f8fb1347017513f50", "525def0abc574281906a0126835f2d44", "82ba4a76ff2649dda62aafead62becce", "2e8699f93ab344bc9d05aa36fa4e04fd", "21a5de1fe83c40ad92c8201a210be0ee", "55fb7212219a488eadbc6f8f0bb1742e", "a9baaa1c79cc499fb9b1cd6238fc52a3", "2cdf48b5ca5d482dba952cfb14e747c7", "9f475813be5b46bda6bb888e28e9e5ad", "0a1a74dc273148669492d513d562f7ec", "9aaf09b24aed4f1ba714c77f4de6560e", "b7db8182d16d44f5bf17dac7e8d8e08d", "b4cf5078a30743b08c840d1e0300cce6", "80fc19ac6ea043e4a39243552e708074", "04c233230e834d7daeb0af22ad41bff2", "7a1695e01efb4ab8bee2ff4bd36b3204", "243325fe24644cb5becf8919a473f567", "99c35096efa64d60b5994569ff8788f4", "8d5dd99acd7143bc807bf554cc6b068d", "7e013697bca24e3b9512b54aeef865d9", "1528935753574f98a16b9f3bec36219e", "d469db5a3a3f4ab3b1122e010ac747c6", "5801ae53063a462db8ebe894e5e02311", "f66de992ab3941279dd548ad4040b404", "dba3d72a47144cf9b76da246602d6cee", 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"12f4d8edf8314ea78abb45fc4c9b9916", "fa2bf179f83a4c27bba38c2db15bb014", "55b018ece54a4ad382116e2fba28a92d", "9c185c065f9b4d118882b709b601d0fc", "42de45f4226c4f03a833cc96cd976767", "2c49d6a2fe1444ff8af9a312697d1a10", "c9fb635fb3e94d93a545681ee0b7c003", "b24e328414d647f49c3017894a35c9d7", "8f231715325d4d2b92754349cced5139", "7552200719694e328b47fce0d4e4c55e", "5714fb6c8f704600922bb10d4ee9f8a6", "4446f30cd66b407cbd209d9bc2e3bee0", "f4d8b82ce786440ca864a3da9de2041c", "26029118754d4ded87ffa3bd07dc5464", "7132116f2f5b4679abc5a511847a5eec", "4594f220ea0345499bec12a58b68dfcb", "f432633c5fa544c68a0cbe14fe5dd843", "74e412e73f24488b8af4f9228e305bfe", "0eac3758d9cd44838ffffb69b2008494", "2eaeccfca18a4a199867792031b6d754", "994ed370844341b6a4aa80852ca76487", "8804458e27404039acfefecd43454905", "8faffd3551c8465fa3c2929a11728595", "88f65aca67644956b460a543861a4f0b", "4299dbe116464660b86c50f82b8cd43d", "3227574ba3b94bd0bdcc2ab7f2d5eeeb", "a9124d50217848bfb7269e2dd244b3f6", "4e4e3e04d1af40c6984144d459e9c721", "e867648ada6c4a1bb9102598e7c31cd5", "9f495408ed314d76b50b4ba2fae9a4a8", "9ca69df3bc9e44259404d8cec0ac32ca", "f2db84a536ed43f686ff6666e8c76630", "ec10ab12be9342b2bb9b2121a8362931", "83dd63a7bfb14bfe8aabab6fdd233fad", "3529e1161abb4e04815969bdcdf20714", "f40c749432de47499527b4fc69875342", "95a9bccb469d45259421f32d9306faeb", "767db1ffadf7400fa27a664e721466e7", "01ee0a0f2c524e5c8a515119a446b9af", "d79703cccce347c9a0c5b9e932a8a4c5", "7315ae5e25d84babae92019bf788fb75", "e234f05e117e407c9249ed14f1cc774f", "ad6ae144fa1046b09c1997d45fcf0432", "2ec8aa42f7294067a8241e1908f8628b", "f6f4c66213714cdaabeb1b17ea2d74b6", "704b27149b5a4b44ba9701024ee4b9dc", "8d482588c33543a0bd591f85205ac830", "e1f1ad2b37bb486c93f68dbab1a93c32", "e8d86a0d7b8440549447e9a56416662d", "1bb8f314bd804aeca8d7b1e6c8a53961", "5a1396eacec244f8a8f6e98f6403b8b8", "85374e830b59413e8c62439eef024059", "0dffe092a48748df9a4887df58dc2bb6", "25edf524684b4e01ae47a25c9513a78c", "995aef9ea6ca4e3792733bf7f505b9f6", "68e0bbe408204d8cbc626f62dc52e4b5", "046f8042d10b441eb2c3ddcc1a716df5", "1324e57487ce4643b6c1b89d9d8e5a27", "c00c7409aca244c4b55d79aafc82a45b" ] }, "id": "Suujwx3yI0Pl", "outputId": "9c44ffc3-1ee5-44e1-9192-aafaf91359fc" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(bottom=765082.7388728482, center=[43.72561622035781, -69.9768711867684], controls=(WidgetControl(options=[…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "014a11b26dfb49c6b0a491a0ebaa914c" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "7keLMtfhLg0P", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "00cb9328-cadd-4833-cdc9-cad9c1862180" }, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "['clusters',\n", " 'B2',\n", " 'B3',\n", " 'B4',\n", " 'B8',\n", " 'NDVI',\n", " 'bathymetry',\n", " 'area',\n", " 'perimeter',\n", " 'width',\n", " 'height']" ] }, "metadata": {}, "execution_count": 90 } ], "source": [ "'''\n", "# In order to try to still the image (avoid the super-pixels to change with scale), code commented out here is used. Did not work...\n", "# source code: https://gis.stackexchange.com/questions/333413/is-google-earth-engine-snic-segmentation-algorithm-inconsistent. Accessed 10.02.23\n", "snic.reproject(**{\n", " 'crs': 'EPSG:4326',\n", " 'scale': 10\n", "})\n", "\n", "# Source code: https://developers.google.com/earth-engine/apidocs/ee-algorithms-image-segmentation-snic. 10.02.23\n", "# Lock map zoom to maintain the desired scale of the segmentation computation.\n", "'''\n", "# Using super-pixels to get object-based features: \n", "clusters = snic.select('clusters') \n", "\n", "#Area\n", "area = ee.Image.pixelArea().addBands(clusters).reduceConnectedComponents(ee.Reducer.sum(), 'clusters', 256)\n", "#Map.addLayer(area, {min:50000, max: 500000}, 'Cluster Area', False)\n", "\n", "minMax = clusters.reduceNeighborhood(ee.Reducer.minMax(), ee.Kernel.square(1))\n", "perimeterPixels = minMax.select(0).neq(minMax.select(1)).rename('perimeter')\n", "\n", "# Perimeter\n", "perimeter = perimeterPixels.addBands(clusters).reduceConnectedComponents(ee.Reducer.sum(), 'clusters', 256);\n", "\n", "# Width and Height\n", "sizes = ee.Image.pixelLonLat().addBands(clusters).reduceConnectedComponents(ee.Reducer.minMax(), 'clusters', 256)\n", "width = sizes.select('longitude_max').subtract(sizes.select('longitude_min')).rename('width')\n", "height = sizes.select('latitude_max').subtract(sizes.select('latitude_min')).rename('height')\n", "\n", "bands = ['B2_mean', 'B3_mean', 'B4_mean', 'B8_mean','clusters', 'bathymetry_mean','NDVI_mean']\n", "\n", "# objectPropertiesImage is now an image containing 11 feautres. \n", "objectPropertiesImage = ee.Image.cat([\n", " snic.select(bands).rename(['clusters', 'B2', 'B3', 'B4', 'B8', 'NDVI', 'bathymetry']),\n", " area,\n", " perimeter,\n", " width,\n", " height\n", "]).float()\n", "\n", "# Image with now 11 features and super-pixels\n", "objectPropertiesImage.bandNames().getInfo()\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "0jT4TRIj8BVU", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "5c2c1712-e7c7-4270-874a-30e777894b38" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "We have: \n", " 4999 samples from the seagrass polygons \n", " 952 samples from the seaweed polygons \n", " 4815 samples from the water polygons \n", "10766\n" ] } ], "source": [ "# Use functions below if data to get sample data fro training, validaiton and test. \n", "# To save time, these sets have already been created and stored locally.\n", "# The files used her ecan be found with the rest on git-hub for reproducable results.\n", "\n", "# increase sample size of seaweed\n", "sample_sw = objectPropertiesImage.sample(**{\n", " 'region': seaweed_shp,\n", " 'numPixels':5000, # Collect only a 100 datapoints from the geometries to as there as so few polygons of seagrass in the area\n", " 'geometries': True,\n", " 'seed' :5,\n", " 'scale': 10, # Set to 10 as our resolution is 10-meters\n", "})\n", "\n", "sample_sg = objectPropertiesImage.sample(**{\n", " 'region': seagrass_shp,\n", " 'numPixels':5000, \n", " 'geometries': True,\n", " 'seed' :5,\n", " 'scale': 10,\n", "})\n", "\n", "sample_water = objectPropertiesImage.sample(**{\n", " 'region': water_shp.geometry(),\n", " 'numPixels':5000,\n", " 'geometries': True,\n", " 'seed' :5,\n", " 'scale': 10,\n", "})\n", "\n", "# Convert samples from ee-objects to geodataframes\n", "gdf_sw = geemap.ee_to_geopandas(sample_sw)\n", "gdf_sg = geemap.ee_to_geopandas(sample_sg)\n", "gdf_water = geemap.ee_to_geopandas(sample_water)\n", "\n", "# Get number of samples fetched for each class\n", "length_sg = len(gdf_sg)\n", "length_sw = len(gdf_sw)\n", "length_water = len(gdf_water)\n", "print(f'We have: \\n {length_sg} samples from the seagrass polygons \\n {length_sw} samples from the seaweed polygons \\n {length_water} samples from the water polygons ')\n", "\n", " # Crete Class column 'Cover'\n", "gdf_water['Cover'] = int(1) # class water\n", "gdf_sw['Cover'] = int(2) # class seaweed\n", "gdf_sg['Cover'] = int(3) # class seagrass\n", "\n", "\n", "# Merge the three dataframes and create a single dataset\n", "# Source code: https://pandas.pydata.org/pandas-docs/stable/user_guide/merging.html. Accessed 08.02.23\n", "frames = [gdf_water, gdf_sw, gdf_sg]\n", "\n", "data = pd.concat(frames, ignore_index=True)\n", "print(len(data))\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "edS9PvgzeQzM" }, "outputs": [], "source": [ "# Visually inspect that the samples are drawn from the training site \n", "Map = geemap.Map()\n", "Map.set_center(-69.740859, 43.544235, zoom=10)\n", "\n", "# Visually inspect the image and composite iamges created \n", "vis_params = {\"bands\": [ 'B2', 'B3', 'B4'], \"min\": 0, \"max\": 1500, \"gamma\": 1.5}\n", "Map.addLayer(image_train, vis_params, 'Sent-2 image')\n", "\n", "vis_params_sw = {'color':'#7b3e00'}\n", "vis_params_sg = {'color':'1c5f2c'} \n", "vis_params_water = {'color':'#0d98ba'} \n", "\n", "Map.addLayer(seagrass_shp, vis_params_sg, 'seagrass')\n", "Map.addLayer(seaweed_shp, vis_params_sw, 'seaweed')\n", "Map.addLayer(water_shp, vis_params_water, 'water')\n", "\n", "Map.addLayer(sample_sg, vis_params_sg, 'seagrass samples')\n", "Map.addLayer(sample_sw, vis_params_sw, 'seaweed samples')\n", "Map.addLayer(sample_water, vis_params_water, 'water samples')\n", "Map" ] }, { "cell_type": "markdown", "source": [ "# Storing data locally" ], "metadata": { "id": "PRGn4g6sBKvY" } }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "DPJmp4pmZKEL" }, "outputs": [], "source": [ "# Store the training data locally for reproducability and faster \n", "# data = data11_ndup\n", "# All data: \n", "# 1) data.head() # Check how the data looks \n", "# 2) data.describe()\n", "# 2) data.isnull().sum().sum() # Check for null-values \n", "# 3) data.columns # Found mix-up mistake of columns\n", "# 4) data = data.drop(['geometry'], axis=1) # Remove duplicates created \n", "# 5) data.head() # Verify that our fix worked\n", "# 6) data = data.sample(frac=1) # Randomize the data\n", "# 8) data.to_csv(r'/content/OBIA_train11.csv', index=False) " ] }, { "cell_type": "markdown", "metadata": { "id": "x3RZTSA61h1L" }, "source": [ "# Collecting test-data\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "zpQbB6JF1nFV", "outputId": "ea868ff7-f71e-4285-be63-9c73dd90c0ca" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Number of Sentinel 2 images in creating the training composite with: 5\n", "The least cloudy image was taken (YYYY-MM-DD): 2021-10-24\n", "Cloud percentage: 30.48% of the least cloudy image\n", "features available: ['B2', 'B3', 'B4', 'B8']\n" ] } ], "source": [ "# Source code: https://developers.google.com/earth-engine/guides/ic_info. Accessed: 16.02.2023\n", "point_test = ee.Geometry.Point([-70.269, 43.680]) # Center around a specified point\n", "\n", "# Criteria for maximum cloudiness\n", "MAX_CLOUD_PROBABILITY = 5\n", "CLOUD_THRES = 5\n", "\n", "######################################################################################################################\n", "######################################################################################################################\n", "# Get the least cloudy image\n", "image_test = (\n", " ee.ImageCollection('COPERNICUS/S2_SR') # Dataset from GEE\n", " .filterBounds(point_test) # Filter satellite-images around our region of interest (ROI)\n", " .filterDate('2021-06-02','2021-11-01') # Filter time\n", " .sort('CLOUDY_PIXEL_PERCENTAGE') # fiter for cloud percentage\n", " .first() # Take the image with least cloud coverage\n", " .select('B[2-4]','B[8]') # Select bands B2, B3, B4, and B8 as features\n", ")\n", "######################################################################################################################\n", "######################################################################################################################\n", "# Create a collection of images over a time-periode for training data\n", "s2_coll_test = (ee.ImageCollection('COPERNICUS/S2_SR')\n", " .filterBounds(point_test) # Filter satellite-images around our region of interest (ROI)\n", " .filterDate('2021-06-02','2021-10-01')\n", " .filter(ee.Filter.lt('CLOUDY_PIXEL_PERCENTAGE', CLOUD_THRES))\n", " )\n", "\n", "# Create a composite training image using min-value\n", "s2_composite_min=s2_coll_test.select(['B[2-4]','B[8]']).min()\n", "# Create a composite training image using the median-value\n", "s2_composite_median = s2_coll_test.select(['B[2-4]','B[8]']).median()\n", "\n", "# Number of images fulfilling the cloud-coverage critera that will be used to make a composite image \n", "print('Number of Sentinel 2 images in creating the training composite with:', s2_coll_test.size().getInfo())\n", " # Print date and cloud percentage (in decimal)\n", "print('The least cloudy image was taken (YYYY-MM-DD):', ee.Date(image_test.get('system:time_start')).format('YYYY-MM-dd').getInfo())\n", "cloud_perc = image_test.get('CLOUDY_PIXEL_PERCENTAGE').getInfo()*100\n", "print(f'Cloud percentage: {cloud_perc:,.2f}% of the least cloudy image')\n", "print('features available:', s2_composite_min.bandNames().getInfo())" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "2b37c8d0b9b04506a71f1cab938d2348", "95d76359729e4d9cbb5e46a3c12e028b", "64f8886adcfb4c4fbf2f6b9ebe4eb2fc", "308fb62ae06a4f2db0d65ef4e4a28e3c", "44c8e6344f3d471985e651e72dd9d668", "62cf87a9f1da45f38a9f73ed76c5e46e", "6543ecaf4b7747dc8f280c15d2d17150", "7eb7af01d25c4aba8f2932b6ae8f9f43", "457acd593bbe473cbdf1729c3f712032", "b4519fad5d1742978fd3b28de7c738c7", "298dbac52ba346d9a601ec9b11552a17", "aecc5746b278466c9b6c2cd7e4be185a", "1106d02a682042a18aa617cced4460fa", "837457f322f344e59601438383011344", "55ea244a98b24a969c73c8d301645586", "61f7107c8ff04e6cb16d77ea024f8dae", "32796e5d222e4be2a3113cc71a8db973", "45dca9f9370a4e5c8f6cc645715e6527", "0c77be2d06324a1297a3b25497e728ef", "8e8775cc91bc46d1aec106e5372caf9f", "7f07f649ff7f47059c30ff731203b748", "8ec543d5d37e489098030c401be7ecd8", "2b1836617a634db9a348e140d1043fda", "c4d76896ab1c486298cdf242be15f1b0", "29c5e2d917a6428db2b3ea8212ee583e", "9dce60248e8e4eb5a56d2aa32b030244", "51a5f4d2de9e49caaeef792ff85e5b1d", "169226077aba4a819bf3286e6b7fce7b", "69e21ce283b444d08620a3a109cba633", "7cfdb9b89abd4eac82f98fd5da6755fb", "3bb43f6e296841e59da84e82b2396bf5", "1fa0f5614b4143b9a77ecc4a96e016e6", "61f4a4f60714476b8dd32223c13f1812" ] }, "id": "s4NubZDRi0TV", "outputId": "8210ad3f-65b3-4cea-e222-f13693d55047" }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(center=[43.544235, -69.740859], controls=(WidgetControl(options=['position', 'transparent_bg'], widget=HBo…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "2b37c8d0b9b04506a71f1cab938d2348" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ], "source": [ "# Instantiate a new map\n", "Map = geemap.Map()\n", "Map.set_center(-69.740859, 43.544235, zoom=10)\n", "\n", "# Visually inspect the image and composite iamges created \n", "vis_params = {\"bands\": [ 'B2', 'B3', 'B4'], \"min\": 0, \"max\": 1500, \"gamma\": 1.5}\n", "Map.addLayer(image_test, vis_params, 'Sent-2 image test')\n", "Map.addLayer(s2_composite_median, vis_params, 'Sent-2 median')\n", "Map.addLayer(s2_composite_min, vis_params, 'Sent-2 min')\n", "# Use toolbar on the left side, e.g., \" Draw a rectangle\" over a sight \n", "# to extract NIR values (min and random) from two pixels. \n", "# Areas of deep waters are recommended.\n", "Map\n", "# Draw a rectangle in an area of deep water! " ] }, { "cell_type": "code", "source": [ "# Store glint_test locally for reproducability \n", "#Map.draw_features # Collects the drawn rectangle(s)\n", "#glint = ee.FeatureCollection(Map.draw_features) # Stores the rectangle(s) geometry to extract NIR-values from\n", "\n", "#geemap.ee_to_shp(glint, filename='/content/glint_test.shp') " ], "metadata": { "id": "wAsGTbG0PNoV" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "e02a65c8ee324a7b975ecc92c4ab15e6", "26ebb03e7c954c63ab29e73d467a8d52", "3b40c7079a8e4727b58b11f42bcba0a5", "e9da94d8bcb241a6ac34b0a8a90613aa", "9c3e474baaf840e7bc9c4d8f1b8a08c8", "ac6f9d3441d747a6930c610f5d772ebe", "20cd9ab11cf94c2e88a5cc2bff61a8d2", "a8885888761e4e37a1c73e3ef31eec34", "2685b51ce7a0407c95ed79de2cad156d", "1aaef91a8be749c489239fceacae08f5", "581d62df6ef64589b0454f1dafee1c67", "174b4511f33542a49b19ca0ad7c57c57", "2cdf48b5ca5d482dba952cfb14e747c7", "d10ee13bc778486e9ecfec5181eeceb1", "f0a2b407ced04cfb91669529e1b0b9a3", "e1a09c25407c48bbb01445b14a8bc379", "e0ff43e13c0948ef83cf3fcbefd5c513", "3161792ce84f45419346c40f51cdfee9", "a65db715d6634b5ea519b18f07fe92aa", "40bcba1f10444233af0e5ebea08f0e13", "ea75002a1f9544758e2d6a3ce5ccd3bc", "5d60208fd468492f89f7e3c476c15f04", "fb58b950c9224809b70f47f77089cd66", "4c8c6fbf6e6f40f59c600b711392ca92", "f5d3e5bc31394474a2ca505a828e930d", "3541999f98c74890b90e63851dea0807", "a21fe412f0314902aa5a9145d6e92378", "92422524aa614d2a850df2d2b5024ea4", "0ebb3418e6c9472fbce105ce0705c4e8", "1d6e81acda5d4a56b5485ec75d0030f6", "0ccd0ea1d3734e208680fc1226d87279", "2e00dcf7a277425d9ed4b58a535d1c38", "02c1145b8dfb4d0599c047af84cbc4b5", "d7e26a7de23940a0b2113874578ee772", "689f353aa9464b909473a1aba39eafb8", "dfe7028d1be240d1a58e132d62a074dd", "179b102ac9e844d7ba24b0d7d625fd03", "9cd71ea7aedf4bdf802c12f37703ec21", "cec01783518948aeb24acf3bcddb02bf", "9fda0e6cc0134496bcdb5ee7527f32ac", "7e9791e9bb4042dc873b14933c2b89d1", "c4d8970c87fe4255ad77ead5e8fc5e9d", "e76dc569984c40edbc34ab37f3ac608f", "cba7e24392b44d9e975532bbec6a586d", "b1e54225362d4694be4b22925f4fa661", "28eff78fc21347a29e9419162fdc3963", "2ae56cc1b7764c1191fca1ef076fcc3f", "1ce2d17640724ae5abd5d82ec131c2e1", "63e193d980964dc283bfe832aad458ab", "1c666d24db334b94b9585f5fd519714d", "e0ab30fe821a4ff3b71c797fd1946518", "e78fdcd624324472b0f8daf7aa609cd7", "fbeb6c8f4fcf48f4a0895d4bf9240f3b", "22d8875017bc49868d47b6e0b6ff7aba", "dd4a0e15ab574f63806a3fdf6b0caec3", "78dafb3a0a99468b909b807d117292cf", "b5db91947ace4a52ba5ee566c77089cc", "1b604c286eda4f2e8fada7dffe3a30d5", "52b80a2a8dea4cf89c01bf4794762ab4", "0efe55d3112c4216867913ae53a5d4ff", "a6317ac08e8d4c82a733da2e0be67852", "fa5829cece6042aabeb5730db9f11feb", "5baadb39514e4835aea9c2b4c0fc3dd3", "4cb0c2c9b1664fb7b5d68b3136626883", "9e2c02620b7c4bcc863674020c3dc1aa", "136d798962db41d2b6453177effd345c", "6e4320984bee495e862eca24f9da0c6e", "e894ce7234a84324b0debd8e003348bb", "3d2b60d827364088b8bd1eba0ee0d3cc", "0f8e20c677ad4e238530573560b36172", "3ca453dd0e0340908a1fb7d0e0ce5f2a", "67f4072e8a8d43d691e0d3f1dfdb0851", "3567d9a5773c4706aa4aa709155e67b0", "417e03faf797428db79081404091bb5c", "de27817c659c4d2db278d56ac8e7bab2", "0dbc91ebdae14fcdbae18e19e9aae312", "c36a9c6bdb5749c9b7152a134d6d1887", "2856c2d014fa4989ac5add5533a24475", "12b2de0cd35b4412bf8c3037e15fcf46", "b4688753f4eb4552bd7cd74b4a7c9307", "efa5e15903fe4de9b90fe64c880c945e", "e11307d97d63452fbde12c3a30c3ea23", "aac14b7ac64c4d1287b71689108a23a9", "1275c37f1e334e10b1f59b35ab280f19", "978ab1babcfc4e8fab9fd226b2cf6070", "dd95bb9769c040dba86a17fa4925fdaa", "9c871beed0c447e78d750ec8bf953c56", "e3c481c095e544f28872d121b30c7e2d", "e2fdbb5529324718a4dc05b2a947ed81", "29be0fe528f74660b0e76cc645934423", "8e91f4e4b7c4449b9c11a6dd97993605", "9c123b0e1a70431f9591be85d7558c94", "ad3ee7ad6dd74cb58bd56e1922ae4222", "84b0129b27884b9ab3e2adb546e187be", "3bca5dfbd30245e3bcb1679029e43ee1", "306b444132cc468d97c9790239b1d575", "131608806e1b4961b00b3466a8e5cfb6", "34addc150cb34c4eb12cfdfda306d02e", "c52f256812564e9c86103992ef58b7d6", "e620c4205f1a4b6f864b04dc8ed5537f", "435a7242c2f94623b02248a5a62233d1", "b5f60bc339674d7aa7acfdfe67383b80", "d098a67e44f9457bb272cfdf414e261a", "f85c7036c48742d596c46975d110a29c", "6d9683c5491b41b1860ad247d4ae71c6", "009a3fd297ed40ada71cb8ab1fe003a4", "2fc2fcad7f404120aa7c2848ee89ff80", "da2b1a3d06ec4b4faa43331f2be8de89", "3c6aa7e310734e7c8b23a9b78249a9ff" ] }, "id": "qBwq-LMbjVA5", "outputId": "bf06d4a8-19d2-437b-8e79-8c335b2ca0ff" }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(bottom=765105.6301778263, center=[43.72277642944339, -69.97642829655824], controls=(WidgetControl(options=…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "e02a65c8ee324a7b975ecc92c4ab15e6" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ], "source": [ "# Apply deglint function\n", "path_glint_test = '/content/glint_test.shp'\n", "glint = geemap.shp_to_ee(path_glint_test)\n", "\n", "S2_deglint = deglint(s2_composite_min, glint) \n", "\n", "mask = S2_deglint.gt(0)\n", "s2_deglint_masked = S2_deglint.updateMask(mask)\n", "\n", "\n", "NIR_thres = 500\n", "b8 =s2_composite_min.select('B8')\n", "\n", "# Source code: https://code.earthengine.google.com/?accept_repo=users%2Fstcarp%2FCME_MappingWorkshop. Accessed: 23.03.23\n", "threshold = b8.where(b8.gt(NIR_thres),1).where(b8.lt(NIR_thres),0)\n", "#Map.addLayer(landmask, {'bands': ['B8'], 'gamma': 1, 'max': 1, 'opacity': 1},'S2 Land Mask')\n", "\n", "# Source code: https://www.youtube.com/watch?v=qO3Te5pfOHc. Accesssed: 23.03.23\n", "# Land mask\n", "S2_masked = threshold.updateMask(threshold)\n", "vis_params_deglint = {\"bands\": [ 'B2', 'B3','B4'], \"min\": 0, \"max\": 1500, 'gamma':1.5}\n", "\n", "Map.addLayer(s2_deglint_masked, vis_params_deglint, 'masked Sent-2 deglinted image')\n", "Map.addLayer(S2_masked, {'palette': ['black']} , 'S2 Land Mask')\n", "\n", "\n", "# Show deglinted image in map\n", "vis_params_deglint = {\"bands\": [ 'B2', 'B3','B4'], \"min\": 0, \"max\": 1500, 'gamma':1.5}\n", "\n", "Map.addLayer(S2_deglint, vis_params_deglint, 'sun-glint corrected Sent-2')\n", "Map" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "xqgLjRAckL3t" }, "outputs": [], "source": [ "# Add feature: NDVI \n", "\n", "# Calculating NDVI\n", "nir = s2_composite_min.select('B8')\n", "red = s2_composite_min.select('B4')\n", "ndvi_image = nir.subtract(red).divide(nir.add(red)).rename('NDVI')\n", "\n", "# Add NIR-band to deglinted image\n", "s2_deglint_masked = s2_deglint_masked.addBands(nir)\n", "\n", "# Add NDVI to RGB-image and deglinted image\n", "s2_deglint_masked = s2_deglint_masked.addBands(ndvi_image)\n", "\n", "# sent2019 = ee.Image('COPERNICUS/S2/20190719T153601_20190719T153707_T19TDJ')\n", "# Visualize the added features to show that they are actually added " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "kLWBgalymHT3", "outputId": "8ed20a7d-d79f-4477-f5cb-4bb664568446" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Generating URL ...\n", "Downloading data from https://earthengine.googleapis.com/v1alpha/projects/earthengine-legacy/tables/73a8937772fb333d5db68ea2af92edf5-bdcd11f9849bc2fa72db0fbbf15f216e:getFeatures\n", "Please wait ...\n", "Data downloaded to /content/roi_test.shp\n" ] } ], "source": [ "# Store region of interst (test) locally for reproducability \n", "#roi_test = ee.FeatureCollection(Map.draw_last_feature)\n", "#geemap.ee_to_shp(roi_test, filename='/content/roi_test.shp') \n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "UbA5tVP00X6N" }, "outputs": [], "source": [ "# Add ground truth data geometry of seagrass, seaweed, and water\n", "# Must upload to google colabs for each new runtime...\n", "shp_path_SW = '/content/Coastal_Marine_Geology.shp'\n", "seaweed_shp = geemap.shp_to_ee(shp_path_SW)\n", "\n", "shp_path_SG = '/content/MaineDEP_Seagrass_2021_(South_Coast_-_Elliot_to_Cape_Elizabeth).shp'\n", "seagrass_shp = geemap.shp_to_ee(shp_path_SG)\n", "\n", "# Drew rectangles to represent water, than downloaded them locally\n", "# geemap.ee_to_shp(water, filename='/content/water.shp')\n", "shp_path_water_test = '/content/water_test.shp'\n", "water_test_shp = geemap.shp_to_ee(shp_path_water_test)\n", "\n", "shp_path_roi_test = '/content/roi_test.shp'\n", "roi_test = geemap.shp_to_ee(shp_path_roi_test)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "e02a65c8ee324a7b975ecc92c4ab15e6", "26ebb03e7c954c63ab29e73d467a8d52", "3b40c7079a8e4727b58b11f42bcba0a5", "e9da94d8bcb241a6ac34b0a8a90613aa", "9c3e474baaf840e7bc9c4d8f1b8a08c8", "ac6f9d3441d747a6930c610f5d772ebe", "20cd9ab11cf94c2e88a5cc2bff61a8d2", "a8885888761e4e37a1c73e3ef31eec34", "2685b51ce7a0407c95ed79de2cad156d", "1aaef91a8be749c489239fceacae08f5", "581d62df6ef64589b0454f1dafee1c67", "174b4511f33542a49b19ca0ad7c57c57", "2cdf48b5ca5d482dba952cfb14e747c7", "d10ee13bc778486e9ecfec5181eeceb1", "f0a2b407ced04cfb91669529e1b0b9a3", "e1a09c25407c48bbb01445b14a8bc379", "e0ff43e13c0948ef83cf3fcbefd5c513", "3161792ce84f45419346c40f51cdfee9", "a65db715d6634b5ea519b18f07fe92aa", "40bcba1f10444233af0e5ebea08f0e13", "da2b1a3d06ec4b4faa43331f2be8de89", "3c6aa7e310734e7c8b23a9b78249a9ff", "ea75002a1f9544758e2d6a3ce5ccd3bc", "5d60208fd468492f89f7e3c476c15f04", "fb58b950c9224809b70f47f77089cd66", 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"6d9683c5491b41b1860ad247d4ae71c6", "009a3fd297ed40ada71cb8ab1fe003a4", "2fc2fcad7f404120aa7c2848ee89ff80" ] }, "id": "NhRoSf5WkZA8", "outputId": "3833d69b-621a-4acd-89f3-0936be56b964" }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(bottom=191647.0, center=[43.65049011666604, -69.82255300591171], controls=(WidgetControl(options=['positio…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "e02a65c8ee324a7b975ecc92c4ab15e6" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ], "source": [ "#Citations:\n", "# Amante, C. and B. W. Eakins, ETOPO1 1 Arc-Minute Global Relief Model: Procedures, Data Sources and Analysis. \n", "# NOAA Technical Memorandum NESDIS NGDC-24, 19 pp, March 2009.\n", "\n", "# Import elevation dataset from GEE\n", "dataset = ee.Image('NOAA/NGDC/ETOPO1')\n", "bathymetry_clipped = dataset.clip(roi_test)\n", "# Extract band 'bedrock' and rename it bathymetry for convenience\n", "bathymetry = bathymetry_clipped.select('bedrock').rename('bathymetry')\n", "# Add bathymetry band to deglinted and raw image\n", "s2_deglint_masked = s2_deglint_masked.addBands(bathymetry)\n", "\n", "# Add NDVI-image to map\n", "ndviParams = {min: -1, max: 1, 'palette': ['blue', 'white', 'green']}\n", "Map.addLayer(ndvi_image, ndviParams, 'NDVI image')\n", "\n", "# Add bathymetry data on the map\n", "bathymetryVis = {\n", " 'min': -7000.0,\n", " 'max': 3000.0,\n", " 'palette': ['011de2', 'afafaf', '3603ff', 'fff477', 'b42109'],\n", "}\n", "Map.addLayer(bathymetry, bathymetryVis, 'bathymetry')\n", "\n", "\n", "Map" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 67 }, "id": "FH3GBVaNpbop", "outputId": "47864993-adbc-4630-8875-0e466ab3459e" }, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "" ], "text/html": [ "
    • 0:B2
    • 1:B3
    • 2:B4
    • 3:B8
    • 4:NDVI
    • 5:bathymetry
" ] }, "metadata": {}, "execution_count": 105 } ], "source": [ "s2_deglint_masked.bandNames()" ] }, { "cell_type": "markdown", "source": [ "# OBIA test\n" ], "metadata": { "id": "FFQVNF-5b_al" } }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "l2A6OP37qx7a" }, "outputs": [], "source": [ "# Select seed-pixels for clustering, spaced at least 36 pixels apart. Clipped to region of interest. \n", "seeds = ee.Algorithms.Image.Segmentation.seedGrid(36).clip(roi_test)\n", "\n", "# Run SNIC\n", "snic = ee.Algorithms.Image.Segmentation.SNIC(**{\n", " 'image': s2_deglint_masked, \n", " 'size': 32, # \n", " 'compactness': 5,\n", " 'connectivity': 8,\n", " 'neighborhoodSize':256,\n", " 'seeds': seeds\n", "})\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "CpXr5AL5q6TK", "outputId": "fc121f9a-ec3e-4ba3-ff8f-aa2396879e16" }, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "['clusters',\n", " 'B2_mean',\n", " 'B3_mean',\n", " 'B4_mean',\n", " 'bathymetry_mean',\n", " 'B8_mean',\n", " 'NDVI_mean']" ] }, "metadata": {}, "execution_count": 49 } ], "source": [ "snic.bandNames().getInfo()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "3OEscyJqqDrg" }, "outputs": [], "source": [ "'''\n", "# Source code: https://developers.google.com/earth-engine/apidocs/ee-algorithms-image-segmentation-snic. 10.02.23\n", "# Lock map zoom to maintain the desired scale of the segmentation computation.\n", "# Source: https://code.earthengine.google.com/ 03.04.2023\n", "#Display the clusters.\n", "Map.addLayer(snic.randomVisualizer(), None, 'Clusters')\n", "# Display the RGB cluster means.\n", "visParams = {\n", " 'bands': ['R', 'G', 'B'],\n", " 'min': 0,\n", " 'max': 255\n", "}\n", "Map.addLayer(snic, visParams, 'RGB cluster means')\n", "'''\n", "# Compute per-cluster stdDev.\n", "clusters = snic.select('clusters') # image.addBands(clusters) or S2_deglint.addBands(clusters)\n", "#stdDev = S2_deglint.addBands(clusters).reduceConnectedComponents(ee.Reducer.stdDev(), 'clusters', 256)\n", "#Map.addLayer(stdDev, {min:0, max:0.1}, 'StdDev', False)\n", "\n", "#Area\n", "area = ee.Image.pixelArea().addBands(clusters).reduceConnectedComponents(ee.Reducer.sum(), 'clusters', 256)\n", "#Map.addLayer(area, {min:50000, max: 500000}, 'Cluster Area', False)\n", "\n", "minMax = clusters.reduceNeighborhood(ee.Reducer.minMax(), ee.Kernel.square(1))\n", "perimeterPixels = minMax.select(0).neq(minMax.select(1)).rename('perimeter')\n", "#Map.addLayer(perimeterPixels, {min: 0, max: 1}, 'perimeterPixels')\n", "\n", "# Perimeter # I wonder if I set all scale = 10 in the reducers if they not need reprojection later\n", "perimeter = perimeterPixels.addBands(clusters).reduceConnectedComponents(ee.Reducer.sum(), 'clusters', 256);\n", "#Map.addLayer(perimeter, {min: 100, max: 400}, 'Perimeter size', False);\n", "\n", "# Width and Height\n", "sizes = ee.Image.pixelLonLat().addBands(clusters).reduceConnectedComponents(ee.Reducer.minMax(), 'clusters', 256)\n", "width = sizes.select('longitude_max').subtract(sizes.select('longitude_min')).rename('width')\n", "height = sizes.select('latitude_max').subtract(sizes.select('latitude_min')).rename('height')\n", "#Map.addLayer(width, {min:0, max:0.02}, 'Cluster width', False)\n", "#Map.addLayer(height, {min:0, max:0.02}, 'Cluster height', False)\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "3BuU7uD3udHy" }, "outputs": [], "source": [ "bands = ['clusters',\n", " 'B2_mean',\n", " 'B3_mean',\n", " 'B4_mean',\n", " 'B8_mean',\n", " 'NDVI_mean',\n", " 'bathymetry_mean']\n", "\n", "# objectPropertiesImage is now an image containing 11 feautres. \n", "objectPropertiesImage = ee.Image.cat([\n", " snic.select(bands).rename(['clusters', 'B2', 'B3', 'B4', 'B8', 'NDVI', 'bathymetry',]),\n", " area,\n", " perimeter,\n", " width,\n", " height\n", "]).float()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "y4yXljca9OpA", "outputId": "3bcb4789-d463-44f4-ba8b-568cf8ae9c60" }, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "['clusters',\n", " 'B2',\n", " 'B3',\n", " 'B4',\n", " 'B8',\n", " 'NDVI',\n", " 'bathymetry',\n", " 'area',\n", " 'perimeter',\n", " 'width',\n", " 'height']" ] }, "metadata": {}, "execution_count": 125 } ], "source": [ "objectPropertiesImage.bandNames().getInfo()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "AcFipPxprpy6", "outputId": "b45bb571-0735-411e-9782-046de47337db" }, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "WARNING:googleapiclient.http:Sleeping 1.62 seconds before retry 1 of 5 for request: POST https://earthengine.googleapis.com/v1alpha/projects/earthengine-legacy/value:compute?prettyPrint=false&alt=json, after 500\n", "WARNING:googleapiclient.http:Sleeping 0.45 seconds before retry 2 of 5 for request: POST https://earthengine.googleapis.com/v1alpha/projects/earthengine-legacy/value:compute?prettyPrint=false&alt=json, after 500\n" ] }, { "output_type": "stream", "name": "stdout", "text": [ "We have: \n", " 3299 samples from the seagrass polygons \n", " 1404 samples from the seaweed polygons \n", " 4887 samples from the water polygons \n", "9590\n" ] } ], "source": [ "# Use functions below if data to get sample data fro training, validaiton and test. \n", "# To save time, these sets have already been created and stored locally.\n", "# The files used her ecan be found with the rest on git-hub for reproducable results.\n", "\n", "# increase sample size of seaweed \n", "sample_sw = objectPropertiesImage.sample(**{\n", " 'region': seaweed_shp,\n", " 'numPixels':5000, # First test set: 110, second: \n", " 'geometries': True,\n", " 'seed' :3,\n", " 'scale': 10, # Set to 10 as our resolution is 10-meters\n", "})\n", "\n", "sample_sg = objectPropertiesImage.sample(**{\n", " 'region': seagrass_shp,\n", " 'numPixels':5000, # First test set: 300000\n", " 'geometries': True,\n", " 'seed' :42,\n", " 'scale': 10,\n", "})\n", "\n", "sample_water = objectPropertiesImage.sample(**{\n", " 'region': water_test_shp.geometry(),\n", " 'numPixels':5000, # First test set: 300000\n", " 'geometries': True,\n", " 'seed' :3,\n", " 'scale': 10,\n", "})\n", "\n", "# Convert samples from ee-objects to geodataframes\n", "gdf_sw = geemap.ee_to_geopandas(sample_sw)\n", "gdf_sg = geemap.ee_to_geopandas(sample_sg)\n", "gdf_water = geemap.ee_to_geopandas(sample_water)\n", "\n", "# Get number of samples fetched for each class\n", "length_sg = len(gdf_sg)\n", "length_sw = len(gdf_sw)\n", "length_water = len(gdf_water)\n", "print(f'We have: \\n {length_sg} samples from the seagrass polygons \\n {length_sw} samples from the seaweed polygons \\n {length_water} samples from the water polygons ')\n", "\n", " # Crete Class column 'Cover'\n", "gdf_water['Cover'] = int(1) # class water\n", "gdf_sw['Cover'] = int(2) # class seaweed\n", "gdf_sg['Cover'] = int(3) # class seagrass\n", "\n", "\n", "# Merge the three dataframes and create a single dataset\n", "# Source code: https://pandas.pydata.org/pandas-docs/stable/user_guide/merging.html. Accessed 08.02.23\n", "frames = [gdf_water, gdf_sw, gdf_sg]\n", "\n", "data_test_OBIA = pd.concat(frames, ignore_index=True)\n", "print(len(data_test_OBIA))" ] }, { "cell_type": "code", "source": [ "data = remove_duplicates(data_test_OBIA)\n", "print(len(data))\n", "print(data['Cover'].value_counts())\n", "data.aggregate(['min','max','mean','median'])" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 329 }, "id": "ZeoVPl9qIiTB", "outputId": "a8ed52da-43a9-4715-b51c-4651393d2a4b" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "4212\n", "1 1404\n", "2 1404\n", "3 1404\n", "Name: Cover, dtype: int64\n" ] }, { "output_type": "execute_result", "data": { "text/plain": [ " B2 B3 B4 B8 NDVI \\\n", "min 4.648089 19.761433 7.502752 14.029513 -0.643138 \n", "max 424.446869 586.466736 314.722870 1680.623169 0.530570 \n", "mean 151.851839 172.319574 65.210750 128.288379 -0.251607 \n", "median 149.610626 160.370346 61.359627 48.347687 -0.247572 \n", "\n", " area bathymetry clusters height perimeter \\\n", "min 2.910087e+02 -95.000000 -2.143270e+09 0.000090 4.000000 \n", "max 1.337740e+06 9.000000 2.141246e+09 0.022638 3303.000000 \n", "mean 2.524283e+05 -20.576017 1.701418e+07 0.006816 741.305081 \n", "median 1.489008e+05 -8.000000 8.095993e+07 0.005929 551.000000 \n", "\n", " width Cover \n", "min 0.000269 1.0 \n", "max 0.022278 3.0 \n", "mean 0.008285 2.0 \n", "median 0.006648 2.0 " ], "text/html": [ "\n", "
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B2B3B4B8NDVIareabathymetryclustersheightperimeterwidthCover
min4.64808919.7614337.50275214.029513-0.6431382.910087e+02-95.000000-2.143270e+090.0000904.0000000.0002691.0
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\n", " " ] }, "metadata": {}, "execution_count": 88 } ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 265 }, "id": "h9_3rjFsEx5U", "outputId": "3412d837-9513-45d8-cb1d-05a4cc1b772e" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "4164\n", "1 1388\n", "2 1388\n", "3 1388\n", "Name: Cover, dtype: int64\n" ] }, { "output_type": "execute_result", "data": { "text/plain": [ " B2 B3 B4 B8 NDVI bathymetry \\\n", "min 11.445064 72.611548 7.959170 4.000000 -0.887324 -95.00000 \n", "max 414.216802 580.094922 508.628516 1204.000000 0.275949 9.00000 \n", "mean 157.683654 176.932218 65.909692 53.607829 -0.288229 -20.99976 \n", "median 155.026305 166.274654 61.596720 45.000000 -0.283951 -8.00000 \n", "\n", " Cover \n", "min 1.0 \n", "max 3.0 \n", "mean 2.0 \n", "median 2.0 " ], "text/html": [ "\n", "
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B2B3B4B8NDVIbathymetryCover
min11.44506472.6115487.9591704.000000-0.887324-95.000001.0
max414.216802580.094922508.6285161204.0000000.2759499.000003.0
mean157.683654176.93221865.90969253.607829-0.288229-20.999762.0
median155.026305166.27465461.59672045.000000-0.283951-8.000002.0
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\n", " " ] }, "metadata": {}, "execution_count": 37 } ], "source": [ "data = remove_duplicates(data_test_OBIA)\n", "print(len(data))\n", "print(data['Cover'].value_counts())\n", "data.aggregate(['min','max','mean','median'])" ] }, { "cell_type": "code", "source": [ "sns.boxplot(data)\n", "# Why these values: https://developers.google.com/earth-engine/datasets/catalog/COPERNICUS_S2_SR_HARMONIZED?hl=en. Accessed 03.04.2023" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 448 }, "id": "yiNZ3MpFreUI", "outputId": "d5183e00-3a51-46fb-b982-85261b01ad7d" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "" ] }, "metadata": {}, "execution_count": 36 }, { "output_type": "display_data", "data": { "text/plain": [ "
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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "sns.boxplot(data3_ndup)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 449 }, "id": "IGC1nbAmKslf", "outputId": "5d320a73-6f02-48a5-b9a2-2cc61dfed25e" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "" ] }, "metadata": {}, "execution_count": 9 }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "pairplot_small(data)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 513 }, "id": "6bqs-w5qpYrI", "outputId": "cf90c279-96bd-4851-8720-e357a7b32705" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# OBIA continued\n" ], "metadata": { "id": "ASF-MaBpoZMe" } }, { "cell_type": "code", "source": [], "metadata": { "id": "T6hU1HymoNym" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "b03425b113f74b62ad00a372c2c479b6", "e6c9c0bf144542aba4e90f5468b617d3", "257bc8a440e74ece8408d853d9d3e387", "1d75bda06f324997a8fe0efcfb1394c2", "b916eb41f19b4b609788c21bf07ca20d", "c31cd251f6ae476ca5115ae8a616e8f3", "fe96ba7aedd74ca3a34e0371db375da0", "95d69cb616f540289ae70971c83e9cea", "89c85f22269f456c9546ccfd03696a74", "9f8d98b65e7a427099f2c2a7e3cc1d11", "c6878a6d0fac44ecaa53b136e2f8c7e8", "54efdb2def424b9c964ebe5f63310779", "3a9d505f1184416c87b33cc2d3a224bd", "e21b889dc57a4d8da166f412207369ea", "17a3769da007402e8a39091d54cf7018", "41a8379bba714fc58e7f4a3ef71b09ff", 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"4218e4a8300b45c4aa0fad5b4b2b59f0", "8b0067cfe1154c118a487b43f42eb251", "39d96495cedc4560b78be145d1007aa3", "5e1bf8b4ad1e47468b2fe0f833dfea76", "04ff24a0b95948bc9b2a0f3b08af8c97" ] }, "id": "5j6lKsxQw6rt", "outputId": "69d4abbd-57ac-4d89-d4c3-305756d1a46a" }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "b03425b113f74b62ad00a372c2c479b6", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Map(bottom=24205.399963378906, center=[43.70203416790044, -70.48773223534226], controls=(WidgetControl(options…" ] }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } }, "output_type": "display_data" } ], "source": [ "vis_params_sw = {'color':'#7b3e00'}\n", "vis_params_sg = {'color':'1c5f2c'} \n", "vis_params_water = {'color':'#0d98ba'} \n", "\n", "Map.addLayer(sample_sg, vis_params_sg, 'seagrass samples')\n", "Map.addLayer(sample_sw, vis_params_sw, 'seaweed samples')\n", "Map.addLayer(sample_water, vis_params_water, 'water samples')\n", "Map" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "ctBp3CD14Upg" }, "outputs": [], "source": [ "# Locally store dat a\n", "# 1) data = data_composite_min_11_test \n", "# 2) data.head() # Check how the data looks \n", "# 3) data.describe()\n", "# 4) data.isnull().sum().sum() # Check for null-values \n", "# 5) data.columns # Found mix-up mistake of columns\n", "# 6) data = data.drop(['geometry','B2', 'B3','B4','B8', 'NDVI', 'bathymetry'], axis=1) # Remove duplicates created \n", "# 7) data = data.drop(['geometry'], axis=1)\n", "# 8) data.rename(columns={'B2_mean': 'B2', 'B3_mean': 'B3', 'B4_mean':'B4', 'B8_mean':'B8','NDVI_mean':'NDVI', 'bathymetry_mean': 'bathymetry'}, inplace=True)\n", "# 9) data.head() # Verify that our fix worked\n", "# 10) data = data.sample(frac=1) # Randomize the data\n", "# 11) data.to_csv(r'/content/OBIA11test.csv', index=False) " ] }, { "cell_type": "code", "source": [ "print(len(data))\n", "print(data['Cover'].value_counts())\n", "data.aggregate(['min','max','mean','median'])" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 265 }, "id": "d2sezAxoHeAY", "outputId": "0e04c8a0-c90e-47cc-b54e-0d3e5aeced1f" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "4164\n", "1 1388\n", "2 1388\n", "3 1388\n", "Name: Cover, dtype: int64\n" ] }, { "output_type": "execute_result", "data": { "text/plain": [ " B2 B3 B4 B8 NDVI bathymetry \\\n", "min 11.445064 72.611548 7.959170 4.000000 -0.887324 -95.00000 \n", "max 414.216802 580.094922 508.628516 1204.000000 0.275949 9.00000 \n", "mean 157.683654 176.932218 65.909692 53.607829 -0.288229 -20.99976 \n", "median 155.026305 166.274654 61.596720 45.000000 -0.283951 -8.00000 \n", "\n", " Cover \n", "min 1.0 \n", "max 3.0 \n", "mean 2.0 \n", "median 2.0 " 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B2B3B4B8NDVIbathymetryCover
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median155.026305166.27465461.59672045.000000-0.283951-8.000002.0
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\n", " " ], "text/plain": [ " geometry B2 B3 B4 B8 \\\n", "2127 POINT (-69.84626 43.74277) 107.487388 185.113466 57.134909 50 \n", "2163 POINT (-70.12650 43.71369) 62.087794 127.566923 17.486048 96 \n", "1729 POINT (-69.70015 43.87059) 210.095864 305.280065 88.270159 25 \n", "2361 POINT (-70.11682 43.71576) 141.756813 208.260089 63.621469 34 \n", "542 POINT (-69.07918 43.41019) 89.547932 90.640032 13.135080 13 \n", "\n", " NDVI bathymetry Cover \n", "2127 -0.212598 -1 3 \n", "2163 0.263158 -9 3 \n", "1729 -0.593496 -8 2 \n", "2361 -0.387387 -6 3 \n", "542 -0.161290 -156 1 " ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.head()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "QjiW1U8ttrfU", "outputId": "8722ddd3-8055-4d9f-d584-e63c6fce753c" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "39\n" ] } ], "source": [ "'''\n", "Code for testing differnt sizes of numPixels.\n", "\n", "# for i in [10, 30, 100, 200, 5000]:\n", "# for i in [100, 110, 130, 150]:\n", "# for i in [100000, 50000, 70000, 200000]:\n", "\n", "sample_sg = objectPropertiesImage.sample(**{\n", "'region': seaweed_shp,\n", "'numPixels':110, \n", "'geometries': True,\n", "'seed' :3,\n", "'scale': 10, # Set to 10 as our resolution is 10-meters\n", "})\n", "\n", "print(sample_sg.size().getInfo())\n", "'''" ] }, { "cell_type": "markdown", "metadata": { "id": "oJbeVsE5vG5Y" }, "source": [ "# Cut ee.Image into 5 regions for test and validation later on" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 676, "referenced_widgets": [ "174c820d7b85439ba9c6faebe2fddc19" ] }, "id": "P517rSdr0LiQ", "outputId": "c329ab0b-24f4-4978-8301-69b524aa5cf6" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Number of features from grid: 6\n", "[{'type': 'Feature', 'geometry': {'geodesic': False, 'type': 'Polygon', 'coordinates': [[[-70.248302, 43.27020599999997], [-69.79333466666667, 43.27020599999997], [-69.79333466666667, 43.758423257434075], [-70.248302, 43.758423257434075], [-70.248302, 43.27020599999997]]]}, 'id': '0_0', 'properties': {'east': -69.79333466666667, 'north': 43.758423257434075, 'south': 43.27020599999997, 'west': -70.248302}}, {'type': 'Feature', 'geometry': {'geodesic': False, 'type': 'Polygon', 'coordinates': [[[-69.79333466666667, 43.27020599999997], [-69.33836733333334, 43.27020599999997], [-69.33836733333334, 43.758423257434075], [-69.79333466666667, 43.758423257434075], [-69.79333466666667, 43.27020599999997]]]}, 'id': '0_1', 'properties': {'east': -69.33836733333334, 'north': 43.758423257434075, 'south': 43.27020599999997, 'west': -69.79333466666667}}, {'type': 'Feature', 'geometry': {'geodesic': False, 'type': 'Polygon', 'coordinates': [[[-69.33836733333332, 43.27020599999997], [-68.8834, 43.27020599999997], [-68.8834, 43.758423257434075], [-69.33836733333332, 43.758423257434075], [-69.33836733333332, 43.27020599999997]]]}, 'id': '0_2', 'properties': {'east': -68.8834, 'north': 43.758423257434075, 'south': 43.27020599999997, 'west': -69.33836733333332}}, {'type': 'Feature', 'geometry': {'geodesic': False, 'type': 'Polygon', 'coordinates': [[[-70.248302, 43.758423257434075], [-69.79333466666667, 43.758423257434075], [-69.79333466666667, 44.246640514868176], [-70.248302, 44.246640514868176], [-70.248302, 43.758423257434075]]]}, 'id': '1_0', 'properties': {'east': -69.79333466666667, 'north': 44.246640514868176, 'south': 43.758423257434075, 'west': -70.248302}}, {'type': 'Feature', 'geometry': {'geodesic': False, 'type': 'Polygon', 'coordinates': [[[-69.79333466666667, 43.758423257434075], [-69.33836733333334, 43.758423257434075], [-69.33836733333334, 44.246640514868176], [-69.79333466666667, 44.246640514868176], [-69.79333466666667, 43.758423257434075]]]}, 'id': '1_1', 'properties': {'east': -69.33836733333334, 'north': 44.246640514868176, 'south': 43.758423257434075, 'west': -69.79333466666667}}, {'type': 'Feature', 'geometry': {'geodesic': False, 'type': 'Polygon', 'coordinates': [[[-69.33836733333332, 43.758423257434075], [-68.8834, 43.758423257434075], [-68.8834, 44.246640514868176], [-69.33836733333332, 44.246640514868176], [-69.33836733333332, 43.758423257434075]]]}, 'id': '1_2', 'properties': {'east': -68.8834, 'north': 44.246640514868176, 'south': 43.758423257434075, 'west': -69.33836733333332}}]\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "174c820d7b85439ba9c6faebe2fddc19", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Map(bottom=48060.59999084473, center=[43.80162935726774, -69.6166774407069], controls=(WidgetControl(options=[…" ] }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } }, "output_type": "display_data" } ], "source": [ "# Create 6 feautres\n", "features = geemap.fishnet(roi, rows = 2, cols = 3, delta = 0)\n", "Map.addLayer(features, {}, 'grid')\n", "print('Number of features from grid: ', features.size().getInfo())\n", "feature_list = features.toList(6)\n", "print(feature_list.getInfo())\n", "Map" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "2dS4iWMF6qR4" }, "outputs": [], "source": [ "# Extract metadata on the second feautre from our feautre list\n", "f2_meta = feature_list.getInfo()[1]\n", "\n", "# Get coordinates from the second feature\n", "f2 = feature_list.getInfo()[1]['geometry']['coordinates'][0]\n", "\n", "# Create geometry from cooridnates of second feature\n", "# Source code:. https://developers.google.com/earth-engine/guides/geometries Accessed: 02.03.2023\n", "f2_geometry = ee.Geometry.Polygon(f2)\n", "type(f2_geometry)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "RTHhBqal6xuT" }, "outputs": [], "source": [ "# Collect all the geometries from the grid created above and store them in a list. \n", "meta = []\n", "img_list = []\n", "\n", "for feat in range(1,features.size().getInfo(),1):\n", " f_coord = feature_list.getInfo()[feat]['geometry']['coordinates'][0]\n", " f_geometry = ee.Geometry.Polygon(f_coord)\n", " meta.append(f_geometry)\n", " img = image.clip(f_geometry)\n", " img_list.append(img)\n", "\n", " len(img_list)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "0Y4hY9AY-8To" }, "outputs": [], "source": [ "#Create an ImageCollection from the FeatureCollection\n", "images = features.map(lambda feature: ee.Image(ee.Number(feature.get('foo'))))\n", "type(images)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "GSwcQaZ8-rzh", "outputId": "f315c9a1-11af-4b81-b343-acef9f156170" }, "outputs": [ { "data": { "text/plain": [ "ee.imagecollection.ImageCollection" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "collectionFromConstructor = ee.ImageCollection(img_list)\n", "type(collectionFromConstructor)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "pdXPFtRKBGO4" }, "outputs": [], "source": [ "# Code inspired from Open AI\n", "\n", "third_image = ee.Image(collectionFromConstructor.toList(collectionFromConstructor.size()).get(3))\n", "second_image = ee.Image(collectionFromConstructor.toList(collectionFromConstructor.size()).get(1))\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "174c820d7b85439ba9c6faebe2fddc19" ] }, "id": "s49LlLAFAKe_", "outputId": "976a8f67-4f80-4bc9-ef59-9d501116a0e0" }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "174c820d7b85439ba9c6faebe2fddc19", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Map(bottom=48061.0, center=[43.80162935726774, -69.6166774407069], controls=(WidgetControl(options=['position'…" ] }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } }, "output_type": "display_data" } ], "source": [ "# Display geometry of second feature\n", "# source code: https://developers.google.com/earth-engine/guides/feature_collection_info. Accessed: 02.03.2023\n", "\n", "vis_params = {\"bands\": [ 'B2', 'B3', 'B4'], \"min\": 0, \"max\": 1500, \"gamma\": 1.5}\n", "Map.addLayer(third_image, vis_params, 'feature 1')\n", "# print('First watershed', sheds.first());\n", "Map" ] }, { "cell_type": "markdown", "metadata": { "id": "YLc0Fxd_UVv4" }, "source": [ "# Create dataset of equal number of training samples and dataset with only 3 best features\n" ] }, { "cell_type": "code", "source": [ "'''\n", "\n", "# Load datasets \n", "\n", "# Data with 11 feautres \n", "obia_train = pd.read_csv('/content/OBIA_train11.csv')\n", "obia_test= pd.read_csv('/content/OBIA11test.csv')\n", "\n", "# Data with 7 feautres \n", "pb6_train = pd.read_csv('/content/PB_train6.csv')\n", "pb6_test = pd.read_csv('/content/PB6test.csv')\n", "\n", "# Data with 3 feautres \n", "pb3_train = pb6_train.loc[:,['B2','B3','B4','Cover']]\n", "pb3_test = pb6_test.loc[:,['B2','B3','B4','Cover']]\n", "\n", "print(f'length of pixel-based datasets for training:{len(pb6_train)}')\n", "print(f'length of pixel-based datasets for testing:{len(pb6_test)}')\n", "print(f'length of object-based datasets for training:{len(obia_train)}')\n", "print(f'length of object-based datasets for testing:{len(obia_test)}')\n", "\n", "# Randomize the order of the data \n", "pb6_train = pb6_train.sample(frac=1, ignore_index=True) # Randomly shuffle data \n", "pb6_train_small = pb6_train.iloc[:len(obia_train)]\n", "\n", "# Dataset 1\n", "pb3_train_small = pb6_train_small.loc[:,['B2','B3','B4','Cover']]\n", "\n", "# Dataset 4\n", "pb_best_train = pb6_train_small.loc[:,['B3','B8','bathymetry','Cover']]\n", "pb_best_test = pb6_test.loc[:,['B3','B8','bathymetry','Cover']]\n", "\n", "# Dataset 5\n", "obia_best_train = obia_train.loc[:,['B8','NDVI','bathymetry', 'area','Cover']]\n", "obia_best_test = obia_test.loc[:,['B8','NDVI','bathymetry', 'area','Cover']]\n", "\n", "print('All training dataset are of equa length = ', len(obia_best_train)==len(pb_best_train) == len(pb3_train_small))\n", "print('Number of training samples:',len(obia_best_train))\n", "\n", "# Checking if the dataset is balanced \n", "pb6_train_small.Cover.value_counts()\n", "\n", "# Store training and test data locally for reproducability\n", "# train\n", "pb3_train_small.to_csv('/content/dataset1.csv', index=False)\n", "pb6_train_small.to_csv('/content/dataset2.csv', index=False)\n", "obia_train.to_csv('/content/dataset3.csv', index=False) \n", "pb_best_train.to_csv('/content/dataset4.csv', index=False) \n", "obia_best_train.to_csv('/content/dataset5.csv', index=False)\n", "\n", "# test\n", "pb3_test.to_csv('/content/test1.csv', index=False)\n", "pb6_test.to_csv('/content/test2.csv', index=False)\n", "obia_test.to_csv('/content/test3.csv', index=False)\n", "pb_best_test.to_csv('/content/test4.csv', index=False)\n", "obia_best_test.to_csv('/content/test5.csv', index=False)\n", "\n", "'''" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Bxeea9NGH4_f", "outputId": "4eed74c8-2c45-4537-ea36-9828111d56ee" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "All training dataset are of equa length = True\n", "Number of training samples: 738\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Retrieve locally stored data" ], "metadata": { "id": "EuExfyRA5TqQ" } }, { "cell_type": "code", "source": [ "train1 = pd.read_csv('/content/dataset1.csv')\n", "train2 = pd.read_csv('/content/dataset2.csv')\n", "train3 = pd.read_csv('/content/dataset3.csv')\n", "train4 = pd.read_csv('/content/dataset4.csv')\n", "train5 = pd.read_csv('/content/dataset5.csv')\n", "\n", "test1 = pd.read_csv('/content/test1.csv')\n", "test2 = pd.read_csv('/content/test2.csv')\n", "test3 = pd.read_csv('/content/test3.csv')\n", "test4 = pd.read_csv('/content/test4.csv')\n", "test5 = pd.read_csv('/content/test5.csv')" ], "metadata": { "id": "vPJjGJNk1QSF" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "train5.Cover.unique()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "oocphEZYlddO", "outputId": "21b648b5-ae4a-44e8-d06a-1be47a9a5e7a" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "array([1, 3, 2])" ] }, "metadata": {}, "execution_count": 7 } ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "ThPYQsQZXadb" }, "outputs": [], "source": [ "# NB1: observe that the values do not present wavlengths, put DN-values\n", "\n", "# NB2: There are 720 samples of training data\n", "# train1['Cover'].count()\n", "\n", "# NB3: Observe that the integers representing the classes are not stored in chronological order...\n", "# train1.Cover.unique() --> array([2, 1, 3]) = array(['seaweed', 'water', 'seagrass']) (This accounts for all PB-derived datsets)\n", "# While the GEOBIA-derived datasets has results in --> array([1, 3, 2]) = array(['water', 'seagrass', 'seaweed'])\n", "\n", "# NB4: The training data is balanced with ~240 samples for each class\n", "# train1['Cover'].value_counts()\n", "\n", "# NB5: Observe that the test data has negative values, indicating effect of sun-glint. \n", "# This could be improved by re-applying sun-glint correction and resample, or by removing values manually from the pandas df. \n", "# test1.aggregate(['min','max','mean','median'])" ] }, { "cell_type": "markdown", "metadata": { "id": "pNskFLK0eIhX" }, "source": [ "# Visualization of raw data \n" ] }, { "cell_type": "code", "source": [ "train3.iloc[:,-1].replace([1,2,3], ['water','seaweed','seagrass'], inplace=True)\n", "train3.head()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 270 }, "id": "nCzzSKr4BeGq", "outputId": "b2548c6d-5444-433a-df02-169898810862" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ " B2 B3 B4 B8 NDVI area \\\n", "0 12.124972 6.152216 4.841733 4.536298 -0.608847 78542.734375 \n", "1 12.751205 8.429532 6.886879 5.985725 -0.587517 898464.625000 \n", "2 310.981720 382.838623 463.150146 688.335815 0.012179 20180.642578 \n", "3 13.633481 9.480711 7.263058 7.786502 -0.324886 225692.234375 \n", "4 16.298777 13.743753 9.256524 15.451407 -0.833239 215768.625000 \n", "\n", " bathymetry clusters height perimeter width Cover \n", "0 -152.421432 -555143296 0.004941 416 0.004222 water \n", "1 -163.301193 -823210496 0.014912 2043 0.016349 water \n", "2 -3.000000 -136047600 0.003144 68 0.001168 seagrass \n", "3 -10.922240 167464896 0.005929 772 0.009522 seaweed \n", "4 -21.996683 1505098368 0.008714 413 0.006737 seaweed " ], "text/html": [ "\n", "
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B2B3B4B8NDVIareabathymetryclustersheightperimeterwidthCover
012.1249726.1522164.8417334.536298-0.60884778542.734375-152.421432-5551432960.0049414160.004222water
112.7512058.4295326.8868795.985725-0.587517898464.625000-163.301193-8232104960.01491220430.016349water
2310.981720382.838623463.150146688.3358150.01217920180.642578-3.000000-1360476000.003144680.001168seagrass
313.6334819.4807117.2630587.786502-0.324886225692.234375-10.9222401674648960.0059297720.009522seaweed
416.29877713.7437539.25652415.451407-0.833239215768.625000-21.99668315050983680.0087144130.006737seaweed
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\n", " " ] }, "metadata": {}, "execution_count": 84 } ] }, { "cell_type": "code", "source": [ "# Set figure size (width, height) in inches\n", "sns.pairplot(train2.iloc[:,[1,5,-1]], hue='Cover', palette = ['chocolate','deepskyblue', 'forestgreen'])\n", "\n", "# ordering of palette values matter as the train1,train2, train4 sets store the labels in order: 'seaweed', 'water', 'seagrass'\n", "# For train 3 and 5 stores lables in order 'water', 'seagrass', and 'seaweed'" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 531 }, "id": "rGriZUNv_en9", "outputId": "07364727-1f77-4863-8e4c-ca74ae708b71" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "" ] }, "metadata": {}, "execution_count": 95 }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [], "metadata": { "id": "3A9qh6mZ_bZK" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "UXG8kbE09c5X" }, "source": [ "# Data visualization: Statistical testing of data \n", "- Check for normal distribution" ] }, { "cell_type": "markdown", "metadata": { "id": "14IEgx4s9qge" }, "source": [ "Seems like my training data is not noramlly distributed, while the training data is" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 428 }, "id": "-_zFvrH8EycS", "outputId": "9bbe44f5-8a01-4418-813d-e57c11fc5247" }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ], "source": [ "fig, [ax1, ax2] = plt.subplots(\n", " nrows=1, ncols=2, figsize = (5,4), sharex = True, sharey= True)\n", "fig.suptitle(f'Histogram comparison: B3', fontsize=16)\n", "plt.xlabel('bathymetry')\n", "plt.ylabel('Nr. of instances')\n", "ax1.set_title(f\"train\", fontdict={\"fontsize\": 12})\n", "ax1.hist(pb6_train_small['bathymetry'])\n", "ax2.set_title(f\"test\", fontdict={\"fontsize\": 12})\n", "ax2.hist(pb6_test['bathymetry'])\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 408 }, "id": "NQKMNNl6FJm-", "outputId": "60fdf73a-8289-46da-e270-0358be54f8f4" }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ], "source": [ "fig, axs = plt.subplots(\n", " nrows=2, ncols=4, figsize = (10,4), sharex = True, sharey= True)\n", "fig.suptitle(f'Histogram B2, B3, B4, and B8 comparison', fontsize=16)\n", "axs[0,0].set_title(f\"train: B2\", fontdict={\"fontsize\": 12})\n", "axs[0,0].hist(pb6_train_small['B2'])\n", "axs[0,1].set_title(f\"train: B3\", fontdict={\"fontsize\": 12})\n", "axs[0,1].hist(pb6_train_small['B3'])\n", "axs[0,2].set_title(f\"train: B4\", fontdict={\"fontsize\": 12})\n", "axs[0,2].hist(pb6_train_small['B4'])\n", "axs[0,3].set_title(f\"train: B8\", fontdict={\"fontsize\": 12})\n", "axs[0,3].hist(pb6_train_small['B8'])\n", "\n", "\n", "axs[1,0].set_title(f\"test: B2\", fontdict={\"fontsize\": 12})\n", "axs[1,0].hist(pb6_test['B2'])\n", "axs[1,1].set_title(f\"test: B3\", fontdict={\"fontsize\": 12})\n", "axs[1,1].hist(pb6_test['B3'])\n", "axs[1,2].set_title(f\"test: B4\", fontdict={\"fontsize\": 12})\n", "axs[1,2].hist(pb6_test['B4'])\n", "axs[1,3].set_title(f\"test: B8\", fontdict={\"fontsize\": 12})\n", "axs[1,3].hist(pb6_test['B8'])\n", "plt.show()" ] }, { "cell_type": "code", "source": [ "fig = sm.qqplot(obia_train['B4'], line='s')" ], "metadata": { "id": "UsOzzx6Nq3Ij" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "obia_train.columns" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "0pZfzLfUyhHC", "outputId": "d859d784-1a80-4166-bb6e-8dec141ee632" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "Index(['B2', 'B3', 'B4', 'B8', 'NDVI', 'area', 'bathymetry', 'clusters',\n", " 'height', 'perimeter', 'width', 'Cover'],\n", " dtype='object')" ] }, "metadata": {}, "execution_count": 63 } ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 351 }, "id": "LaPaoWfO1MTY", "outputId": "6969ef84-61a6-4b43-c6f6-c54946ee2655" }, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "Text(0.5, 1.0, 'test: B2')" ] }, "metadata": {}, "execution_count": 26 }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ], "source": [ "plt.figure(figsize=(6,3))\n", "fig.suptitle(f'QQ-plots OBIA training comparison', fontsize=16)\n", "ax = plt.subplot(1,2,1)\n", "res1 = stats.probplot(pb6_train_small['B2'], dist=\"norm\", plot=ax)\n", "ax.set_title('train: B2')\n", "\n", "# Q-Q plot\n", "ax1 = plt.subplot(1,2,2)\n", "res = stats.probplot(pb6_test['B2'], dist=\"norm\", plot=ax1)\n", "# Divide by 1000 because : https://developers.google.com/earth-engine/datasets/catalog/COPERNICUS_S2_SR_HARMONIZED. Accessed 04.04.23\n", "ax1.set_title('test: B2')\n", "# For details see: https://docs.scipy.org/doc/scipy-0.14.0/reference/generated/scipy.stats.probplot.html\n" ] }, { "cell_type": "code", "source": [ "#perform Shapiro-Wilk test for normality\n", "alpha = 0.05 # We say a features does not come from a normal distribution if the p-value is < 0.05 (5%)\n", "\n", "for feature in pb6_train_small.columns:\n", " shapiro_test = shapiro(pb6_train_small[feature])\n", " pval = shapiro_test.pvalue\n", " print(f'shapiro_results for obia training features {feature}: {shapiro_test}')\n", " if pval < alpha:\n", " print(f'feature {feature} does not come from a normal distribution')\n", " else: \n", " print(f'feature {feature} does come from a normal distribution. Hurray!')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "W9NSx8YF6DpZ", "outputId": "5949e4b8-6d2d-4ac6-ce7c-295c79c3227b" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "shapiro_results for obia training features B2: ShapiroResult(statistic=0.9714797735214233, pvalue=8.282406011028698e-11)\n", "feature B2 does not come from a normal distribution\n", "shapiro_results for obia training features B3: ShapiroResult(statistic=0.9389561414718628, pvalue=7.855017608133388e-17)\n", "feature B3 does not come from a normal distribution\n", "shapiro_results for obia training features B4: ShapiroResult(statistic=0.9261747598648071, pvalue=1.4431219407292807e-18)\n", "feature B4 does not come from a normal distribution\n", "shapiro_results for obia training features B8: ShapiroResult(statistic=0.805313229560852, pvalue=7.258229912847194e-29)\n", "feature B8 does not come from a normal distribution\n", "shapiro_results for obia training features NDVI: ShapiroResult(statistic=0.9681330919265747, pvalue=1.3549835732595827e-11)\n", "feature NDVI does not come from a normal distribution\n", "shapiro_results for obia training features bathymetry: ShapiroResult(statistic=0.7113377451896667, pvalue=9.694109056689473e-34)\n", "feature bathymetry does not come from a normal distribution\n", "shapiro_results for obia training features Cover: ShapiroResult(statistic=0.78525710105896, pvalue=4.839443286177135e-30)\n", "feature Cover does not come from a normal distribution\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "WqwRfu1zlEXj" }, "source": [ "# Spectral signature for each class" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "NZGQ6hDznXY4" }, "outputs": [], "source": [ "def spectral_reflectance(data):\n", " dataframe = pd.DataFrame(columns = list(data.columns))\n", " water = pd.DataFrame(columns = list(data.columns))\n", " seagrass = pd.DataFrame(columns = list(data.columns))\n", " seaweed = pd.DataFrame(columns = list(data.columns))\n", "\n", " for i in range(0, len(data['Cover']), 1):\n", " if data['Cover'][i] == 1 or data['Cover'][i] == 'water' : \n", " water.loc[str(i)] = list(data.loc[i])\n", " elif data['Cover'][i] == 2 or data['Cover'][i] == 'seaweed': \n", " seaweed.loc[str(i)] = list(data.loc[i])\n", " else:\n", " seagrass.loc[str(i)] = list(data.loc[i])\n", "\n", "\n", " spec_signature_water = []\n", " spec_signature_seaweed = []\n", " spec_signature_seagrass = []\n", "\n", "\n", " for band in water.columns[:-1]:\n", " b = water[band].mean()\n", " spec_signature_water.append(b)\n", "\n", " for band in seaweed.columns[:-1]:\n", " b = seaweed[band].mean()\n", " spec_signature_seaweed.append(b)\n", "\n", "\n", " for band in seagrass.columns[:-1]:\n", " b =seagrass[band].mean()\n", " spec_signature_seagrass.append(b)\n", "\n", " labels = list(data.columns[:-1])\n", "\n", " plt.plot(labels, spec_signature_water, label='water')\n", " plt.plot(labels, spec_signature_seaweed, label='seaweed')\n", " plt.plot(labels, spec_signature_seagrass, label='seagrass')\n", "\n", "\n", " plt.title('Spectral Signatures: Casco Bay', fontsize = 15)\n", " plt.xlabel('Bands', fontsize = 12)\n", " plt.ylabel('Average DN-values', fontsize = 12)\n", " plt.legend()\n", " return plt.show()\n" ] }, { "cell_type": "code", "source": [ "spectral_reflectance(pb6_test) # New test data only for PB" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 524 }, "id": "gQMGFartODNS", "outputId": "40b36453-f2f7-472f-c415-177267752eee" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "spectral_reflectance(pb6_train) # New test data only for PB" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 524 }, "id": "zI6qZof_v_fX", "outputId": "bd573043-d67c-48b1-c806-25a958da1cd0" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "train2.columns" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "XUyWdpLJLZ9p", "outputId": "aff12656-789b-4fc2-db71-0e36e65718d7" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "Index(['B2', 'B3', 'B4', 'B8', 'NDVI', 'bathymetry', 'Cover'], dtype='object')" ] }, "metadata": {}, "execution_count": 102 } ] }, { "cell_type": "code", "source": [ "spectral_reflectance(train2.iloc[:,[0,1,2,3,-1]]) # New test data only for PB" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 478 }, "id": "iRSJgTPrzwBc", "outputId": "e230621d-dbd7-4aaf-e55e-65a3ff334a2c" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "spectral_reflectance(test2.iloc[:,[0,1,2,3,-1]]) # New test data only for PB" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 478 }, "id": "isVUu7BRz4vB", "outputId": "8734f16f-2500-4381-d8a7-13dae2ee1cd8" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "metadata": { "id": "N2wj1uAdSESh" }, "source": [ "# Bias-variance trade-off graph" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "EPspmvav5UAm" }, "outputs": [], "source": [ "def train_val(data):\n", " y = data.iloc[:,-1] # Get class lables\n", " label = y.name # Get the name of class label\n", " X = data.drop(label, axis = 1) # Get only feaures \n", "\n", " # Standardize the data \n", " X_std = X #StandardScaler().fit_transform(X)\n", " # Training dataset set to 80 %\n", " X_train, X_rem, y_train, y_rem = train_test_split(X_std, y, train_size=0.8, random_state=42)\n", " # Validation and test dataset set to 10% each\n", " X_valid, X_test, y_valid, y_test = train_test_split(X_rem, y_rem, test_size=0.5, random_state=42)\n", "\n", " # Initializing the estimator\n", " rfc=RandomForestClassifier(random_state=42)\n", "\n", " param_grid = {'n_estimators':[int(x) for x in np.linspace(start=10, stop = 30, num = 5)],\n", " 'max_features': ['sqrt', 'log2', None],\n", " 'max_depth':[2,4,10],\n", " 'min_samples_split': [2,5],\n", " 'min_samples_leaf':[1,2],\n", " 'bootstrap':[True, False],\n", " }\n", "\n", " CV_rfc = GridSearchCV(estimator=rfc, param_grid=param_grid, scoring='accuracy', cv= 5, refit=True)\n", " CV_rfc.fit(X, y)\n", " train_sizes, train_scores, test_scores = learning_curve(estimator = CV_rfc.best_estimator_,\n", " X=X_train,\n", " y=y_train,\n", " train_sizes=np.linspace(0.03,1,5),\n", " cv=10,\n", " n_jobs=-1)\n", "\n", " train_mean = np.mean(train_scores,axis=1)\n", " train_std = np.std(train_scores,axis=1)\n", " test_mean = np.mean(test_scores,axis=1)\n", " test_std = np.std(test_scores,axis=1)\n", "\n", " f = plt.figure()\n", " f.set_figwidth(6)\n", " f.set_figheight(6)\n", " \n", " plt.plot(train_sizes, train_mean,\n", " color='blue', marker='o',\n", " markersize=5, label='Training accuracy')\n", "\n", " plt.fill_between(train_sizes,\n", " train_mean + train_std,\n", " train_mean - train_std,\n", " alpha=0.15, color='blue')\n", "\n", " plt.plot(train_sizes, test_mean,\n", " color='green', linestyle='--', marker='s',\n", " markersize=5, label='Validation accuracy')\n", "\n", " plt.fill_between(train_sizes,\n", " test_mean + test_std,\n", " test_mean - test_std,\n", " alpha=0.15, color='green')\n", " \n", " plt.xlabel('Number of training examples', fontsize = 15)\n", " plt.ylabel('Accuracy', fontsize = 15 )\n", " plt.xticks(fontsize = 15)\n", " plt.yticks(fontsize = 15)\n", " plt.legend(loc='lower right', prop={'size': 15})\n", " plt.ylim([0.0,1.03])\n", " plt.title('Learning curve: number of training examples', fontsize = 20)\n", " plt.grid()\n", " plt.tight_layout()\n", " return plt.show()\n" ] }, { "cell_type": "code", "source": [ "train_val(pb3_train) # with minmaxscalar\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 571 }, "id": "329-gXhH0aCy", "outputId": "9595ac5e-9ed5-4152-94c0-b3e2fede4f18" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "train_val(obia_train) # with standardscalar\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 571 }, "id": "QHvSOVyp8czr", "outputId": "ca750797-5d10-4bfa-f809-394cc54f4b93" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "train_val(pb6_train) # with standardscalar\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 571 }, "id": "cSCCcImCp42J", "outputId": "93207288-8ecb-43d6-9f94-c29b047a3a58" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# Validation curve \n", "\n" ], "metadata": { "id": "-0ybnSjx6juU" } }, { "cell_type": "code", "source": [ "def val_curve(data):\n", " y = data.iloc[:,-1] # Get class lables\n", " label = y.name # Get the name of class label\n", " X = data.drop(label, axis = 1) # Get only feaures \n", "\n", " # Standardize the data \n", " X_std = X #StandardScaler().fit_transform(X)\n", " # Training dataset set to 80 %\n", " X_train, X_rem, y_train, y_rem = train_test_split(X_std, y, train_size=0.8, random_state=42)\n", " # Validation and test dataset set to 10% each\n", " X_valid, X_test, y_valid, y_test = train_test_split(X_rem, y_rem, test_size=0.5, random_state=42)\n", "\n", " # Initializing the estimator\n", " rfc=RandomForestClassifier(random_state=42)\n", "\n", " #Number of trees in RF\n", " n_estimators = [int(x) for x in np.linspace(start=10, stop = 70, num = 10)]\n", "\n", " train_scores, test_scores = validation_curve(estimator = rfc,\n", " X=X_train,\n", " y=y_train,\n", " param_name='n_estimators',\n", " param_range=n_estimators,\n", " cv=10)\n", "\n", " train_mean = np.mean(train_scores,axis=1)\n", " train_std = np.std(train_scores,axis=1)\n", " test_mean = np.mean(test_scores,axis=1)\n", " test_std = np.std(test_scores,axis=1)\n", "\n", " f = plt.figure()\n", " f.set_figwidth(7)\n", " f.set_figheight(7)\n", "\n", " plt.plot(n_estimators, train_mean,\n", " color='blue', marker='o',\n", " markersize=7, label='Training accuracy')\n", "\n", " plt.fill_between(n_estimators,\n", " train_mean + train_std,\n", " train_mean - train_std,\n", " alpha=0.20, color='blue')\n", "\n", " plt.plot(n_estimators, test_mean,\n", " color='green', linestyle='--', marker='s',\n", " markersize=7, label='Validation accuracy')\n", "\n", " plt.fill_between(n_estimators,\n", " test_mean + test_std,\n", " test_mean - test_std,\n", " alpha=0.20, color='green')\n", "\n", " plt.grid()\n", " plt.xlabel('Number of trees in Random Forest', fontsize = 20)\n", " plt.ylabel('Accuracy', fontsize = 20)\n", " plt.xticks(fontsize = 15)\n", " plt.yticks(fontsize = 15)\n", " plt.legend(loc='lower right', prop={'size': 20})\n", " plt.ylim([0.0,1.03])\n", " plt.title('Validation curve: number of trees in Random Forest', fontsize = 18)\n", " return plt.show()\n", "\n", "val_curve(pb6_train)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 666 }, "id": "6WQUni-F6l2l", "outputId": "fc6947d1-eaff-483e-8ff4-45bdd9eaaf5a" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "val_curve(obia_train)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 666 }, "id": "Ahxvm7wJ8AkK", "outputId": "6e692e47-5ee6-4cf9-e4b5-0c3274aa2241" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [], "metadata": { "id": "H5LpHuXc8Ls1" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "Fmn0JfT7tMP3" }, "source": [ "# SML: Random Forest Training data " ] }, { "cell_type": "code", "source": [ "def supervised_RF(data):\n", " '''\n", " Takes any dataset with X feautres and a column of y-values in.\n", " Assumption 1: the last column contains the class-labels\n", " Assumption 2: Data is shuffled\n", " '''\n", " y = data.iloc[:,-1] # Get class lables\n", " label = y.name # Get the name of class label\n", " X = data.drop(label, axis = 1) # Get only feaures \n", "\n", " # Training dataset set to 80 %, validation set to 20%\n", " X_train, X_valid, y_train, y_valid = train_test_split(X, y, train_size=0.8, random_state=42)\n", "\n", " # Initiate estimator\n", " rfc=RandomForestClassifier(random_state=42)\n", "\n", " # Initiate search space for grid search algorithm\n", " param_grid = {'n_estimators':[int(x) for x in np.linspace(start=10, stop = 30, num = 5)], # List comprehension\n", " 'max_features': ['sqrt', 'log2', None],\n", " 'max_depth':[2,4,10],\n", " 'min_samples_split': [2,5],\n", " 'min_samples_leaf':[1,2],\n", " 'bootstrap':[True, False],\n", " }\n", "\n", " # Grid search algorithm\n", " CV_rfc = GridSearchCV(estimator=rfc, param_grid=param_grid, cv= 10, refit=True)\n", " # Training \n", " CV_rfc.fit(X_train, y_train)\n", "\n", " # Calculates the SHAP values - It takes some time\n", " explainer = shap.Explainer(CV_rfc.predict, X_valid)\n", " shap_values = explainer(X_valid)\n", "\n", " # Predicting on independent validation set\n", " preds = CV_rfc.predict(X_valid)\n", "\n", " # Training accuracies during CV\n", " mean_test_score_3f = CV_rfc.cv_results_['mean_test_score']\n", " # return overall accuracy , lenght of data , predicted values, true values, training accuracies, explaining features\n", " return accuracy_score(y_valid, preds), len(X.columns), preds, y_valid, mean_test_score_3f, shap_values" ], "metadata": { "id": "j9AMh56qK5Ad" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "\n", "# Validation accuracies with SML: Casco Bay" ], "metadata": { "id": "nyAEZnw24mV6" } }, { "cell_type": "code", "source": [ "# Running results of dataset of same size:\n", "print('----------- SML classification of validation data -----------')\n", "training = [train1, train2, train3, train4, train5]\n", "datanr = [1,2,3,4,5]\n", "\n", "for train, nr in zip(training,datanr):\n", " start = time.time()\n", " results = supervised_RF(train)\n", " print(f'OA = {results[0]*100:,.2f}% for dataset {nr}, execution time = {(time.time() - start)/60:,.2f} minutes')\n", " print('-----------------------------------------------------------------')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "e8vfjG6kx9uB", "outputId": "ca887352-6745-47ec-87de-c7873c675c13" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "----------- SML classification of validation data -----------\n", "OA = 66.89% for dataset 1, execution time = 2.84 minutes\n", "-----------------------------------------------------------------\n", "OA = 87.16% for dataset 2, execution time = 2.79 minutes\n", "-----------------------------------------------------------------\n" ] }, { "output_type": "stream", "name": "stderr", "text": [ "Permutation explainer: 149it [01:00, 1.80it/s]\n" ] }, { "output_type": "stream", "name": "stdout", "text": [ "OA = 85.81% for dataset 3, execution time = 4.96 minutes\n", "-----------------------------------------------------------------\n", "OA = 90.54% for dataset 4, execution time = 2.51 minutes\n", "-----------------------------------------------------------------\n", "OA = 81.08% for dataset 5, execution time = 2.64 minutes\n", "-----------------------------------------------------------------\n" ] } ] }, { "cell_type": "markdown", "source": [ "## SHAP-values for SML validation data: Casco Bay" ], "metadata": { "id": "DMbMNEfgRoAO" } }, { "cell_type": "code", "source": [ "# Storing results for the individual datasets, for later use \n", "results1 = supervised_RF(train1)\n", "results2 = supervised_RF(train2)\n", "results3 = supervised_RF(train3)\n", "results4 = supervised_RF(train4)\n", "results5 = supervised_RF(train5)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Cmnhuvn5KNRu", "outputId": "c4276933-4f87-4c4c-fb49-67c6e5008249" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "Permutation explainer: 149it [00:57, 2.04it/s]\n" ] } ] }, { "cell_type": "code", "source": [ "plt.figure(figsize=(8,8))\n", "plt.subplot(3,1,1)\n", "shap.plots.bar(results1[5])\n", "plt.subplot(3,1,2)\n", "shap.plots.bar(results2[5])\n", "plt.subplot(3,1,3)\n", "shap.plots.bar(results3[5])\n", "plt.tight_layout()\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 556 }, "id": "pqmo4SwPrtvz", "outputId": "7d3bc607-4d0a-4067-ba88-5cd016ce4a65" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" 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\n" 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\n" }, "metadata": {} }, { "output_type": "display_data", "data": { "text/plain": [ "
" ] }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "# Classification report all datasets wit SML: Casco Bay\n", "results = [results1, results2, results3, results4, results5]\n", "data_nr = [1,2,3,4,5]\n", "for r, nr in zip(results, data_nr):\n", " names=['water', 'seaweed', 'seagrass']\n", " \n", " print(f' SML, Dataset {nr}, Casco Bay: precision and recall \\n' )\n", " print(classification_report(r[3],r[2], target_names=names))\n", " print('-----------------------------------------------------------------')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "j6Kra48T5lzz", "outputId": "3a18016c-57c7-47a2-abe8-4611c9865959" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ " SML, Dataset 1, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.74 0.88 0.80 60\n", " seaweed 0.61 0.36 0.45 53\n", " seagrass 0.60 0.77 0.68 35\n", "\n", " accuracy 0.67 148\n", " macro avg 0.65 0.67 0.64 148\n", "weighted avg 0.66 0.67 0.65 148\n", "\n", "-----------------------------------------------------------------\n", " SML, Dataset 2, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.97 0.98 0.98 60\n", " seaweed 0.87 0.77 0.82 53\n", " seagrass 0.72 0.83 0.77 35\n", "\n", " accuracy 0.87 148\n", " macro avg 0.85 0.86 0.86 148\n", "weighted avg 0.88 0.87 0.87 148\n", "\n", "-----------------------------------------------------------------\n", " SML, Dataset 3, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 1.00 0.96 0.98 57\n", " seaweed 0.74 0.82 0.78 45\n", " seagrass 0.81 0.76 0.79 46\n", "\n", " accuracy 0.86 148\n", " macro avg 0.85 0.85 0.85 148\n", "weighted avg 0.86 0.86 0.86 148\n", "\n", "-----------------------------------------------------------------\n", " SML, Dataset 4, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.98 0.98 0.98 60\n", " seaweed 0.90 0.83 0.86 53\n", " seagrass 0.79 0.89 0.84 35\n", "\n", " accuracy 0.91 148\n", " macro avg 0.89 0.90 0.89 148\n", "weighted avg 0.91 0.91 0.91 148\n", "\n", "-----------------------------------------------------------------\n", " SML, Dataset 5, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.98 0.98 0.98 57\n", " seaweed 0.70 0.67 0.68 45\n", " seagrass 0.71 0.74 0.72 46\n", "\n", " accuracy 0.81 148\n", " macro avg 0.80 0.80 0.80 148\n", "weighted avg 0.81 0.81 0.81 148\n", "\n", "-----------------------------------------------------------------\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Tau and variance metrics for SML: Casco Bay" ], "metadata": { "id": "dlh22f2cl56T" } }, { "cell_type": "code", "source": [ "tau_list = [tau(results1[0]), tau(results2[0]), tau(results3[0]), tau(results4[0]), tau(results5[0])]\n", "\n", "# Variance\n", "var1 = variance(train1, results1[0])\n", "var2 = variance(train2, results2[0])\n", "var3 = variance(train3, results3[0])\n", "var4 = variance(train4, results4[0])\n", "var5 = variance(train5, results5[0])\n", "\n", "var_list = [var1, var2, var3, var4, var5]\n", "\n", "# Dataset numbers\n", "feat_list = [1,2,3,4,5]\n", "print(' Casco Bay : SML')\n", "print(' --------------------------')\n", "print('|Dataset | Tau | Variance |')\n", "print(' --------------------------')\n", "for i, t, var in zip(feat_list, tau_list, var_list):\n", " print(f'| {i} |{t:.3f} | {var:.3f} |')\n", "print(' --------------------------')\n", "\n", "# Calculating z-statistics\n", "#print('''At a 95% significance level, Z = 1.96. \n", "#Thus, values > Z tells us that there is a significant difference between the two methods. \\n''')\n", "\n", "#def z_stat(tauA, tauB, varA, varB):\n", "# return (tauA-tauB)/(sqrt(varA**2 - varB**2))\n", "\n", "#print('z-statistics for SML accuracy results in Casco Bay')\n", "\n", "#6vs3 = z_stat(tau(results3[0]), tau(results_pb_best_train[0]),var3, varPBbest )\n", "#print(f'Z-value between dataset 1 and 4: {z6vs3:,.2f} ')\n", "#print('------------------------------------------------------')\n", "#z6vs11 = z_stat(tau(results_pb_best_train[0]), tau(results3[0]), varPBbest, var3 )\n", "#print(f'Z-value between dataset 2 and 3: {z6vs11:,.2f} ')\n", "#print('------------------------------------------------------')\n", "#z11vs3 = z_stat(tau(results11[0]), tau(results3[0]), var11, var3 )\n", "#print(f'Z-value between dataset 1 and 3: {z11vs3:,.2f}')\n", "#print('------------------------------------------------------')\n", "\n", "#zpbvs6 = z_stat(tau(results6[0]), tau(results_pb_best_train[0]), varPBbest, var6 )\n", "#print(f'Z-value between dataset 2 and 4: {zpbvs6:,.2f}')\n", "#print('------------------------------------------------------')\n", "\n", "#zobiavs11 = z_stat(tau(results11[0]), tau(results_obia_train[0]), var11, varOBIAbest )\n", "#print(f'Z-value between dataset 3 and 5: {zobiavs11:,.2f}')\n", "#print('------------------------------------------------------')\n", "\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "KUFKleNaZIYj", "outputId": "bb0f8ef9-07a6-4fb6-f5ad-50e60433aa63" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ " Casco Bay : SML\n", " --------------------------\n", "|Dataset | Tau | Variance |\n", " --------------------------\n", "| 1 |0.503 | 0.001 |\n", "| 2 |0.807 | 0.000 |\n", "| 3 |0.787 | 0.000 |\n", "| 4 |0.858 | 0.000 |\n", "| 5 |0.716 | 0.000 |\n", " --------------------------\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "eLWqJ_PGvvSM" }, "source": [ "# SML: Test data " ] }, { "cell_type": "code", "source": [ "def supervised_RF_test(data, data_test):\n", " '''\n", " Takes any dataset with X feautres and a column of y-values in.\n", " Function assumes the last column to contain the class-labels of the data\n", " '''\n", " y = data.iloc[:,-1] # Get class lables\n", " label = y.name # Get the name of class label\n", " X = data.drop(label, axis = 1) # Get only feaures \n", "\n", " # Standardize the data \n", " X_std = StandardScaler().fit_transform(X)\n", " # Training dataset set to 80 %\n", " X_train, X_valid, y_train, y_valid = train_test_split(X_std, y, train_size=0.8, random_state=42)\n", "\n", " rfc=RandomForestClassifier(random_state=(3)) \n", "\n", " param_grid = {'n_estimators':[int(x) for x in np.linspace(start=10, stop = 30, num = 5)],\n", " 'max_features': ['sqrt', 'log2', None],\n", " 'max_depth':[2,4,10],\n", " 'min_samples_split': [2,5],\n", " 'min_samples_leaf':[1,2],\n", " 'bootstrap':[True, False],\n", " }\n", "\n", " CV_rfc = GridSearchCV(estimator=rfc, param_grid=param_grid, cv= 10, refit=True)\n", " CV_rfc.fit(X_train, y_train)\n", "\n", " y_test = data_test.iloc[:,-1] # Get class lables\n", " label = y.name # Get the name of class label\n", " X_test = data_test.drop(label, axis = 1) # Get only feaures\n", " X_std_test = StandardScaler().fit_transform(X_test)\n", "\n", " preds = CV_rfc.predict(X_std_test)\n", " return accuracy_score(y_test, preds), len(X.columns), preds, y_test" ], "metadata": { "id": "S_XPQaOYDw7s" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "Usually, a standard scalar is not needed for the RF. However, seing a difference in using standard scalar when we predict the test set from South Coast is therefore intriging. This can be because we are using DN-values here instead of radiance. By standardizing the training and test data, the images become more comparable (?) given that the f1-score increases... " ], "metadata": { "id": "YnyYPKGs3jmg" } }, { "cell_type": "code", "source": [ "# Running results of dataset of same size:\n", "print('----------- SML classification of validation data -----------')\n", "training = [train1, train2, train3, train4, train5]\n", "testing = [test1, test2, test3, test4, test5]\n", "datanr = [1,2,3,4,5]\n", "\n", "for train, test, nr in zip(training, testing, datanr):\n", " start = time.time()\n", " resultst = supervised_RF_test(train, test)\n", " print(f'OA = {resultst[0]*100:,.2f}% for dataset {nr}, execution time = {(time.time() - start)/60:,.2f} minutes')\n", " print('-----------------------------------------------------------------')\n", "\n", "\n", "# Storing results for the individual datasets, for later use \n", "results1t = supervised_RF_test(train1, test1)\n", "results2t = supervised_RF_test(train2, test2)\n", "results3t = supervised_RF_test(train3, test3)\n", "results4t = supervised_RF_test(train4, test4)\n", "results5t = supervised_RF_test(train5, test5)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "nRv65xNiFpXZ", "outputId": "a016b515-e6e9-4af1-d8a0-39e055d2452a" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "----------- SML classification of validation data -----------\n", "OA = 56.52% for dataset 1, execution time = 2.78 minutes\n", "-----------------------------------------------------------------\n", "OA = 74.28% for dataset 2, execution time = 2.83 minutes\n", "-----------------------------------------------------------------\n", "OA = 74.95% for dataset 3, execution time = 3.81 minutes\n", "-----------------------------------------------------------------\n", "OA = 71.74% for dataset 4, execution time = 2.11 minutes\n", "-----------------------------------------------------------------\n", "OA = 72.77% for dataset 5, execution time = 2.41 minutes\n", "-----------------------------------------------------------------\n" ] } ] }, { "cell_type": "code", "source": [ "# Storing results for the individual datasets, for later use \n", "results1t = supervised_RF_test(train1, test1)\n", "results2t = supervised_RF_test(train2, test2)\n", "results3t = supervised_RF_test(train3, test3)\n", "results4t = supervised_RF_test(train4, test4)\n", "results5t = supervised_RF_test(train5, test5)" ], "metadata": { "id": "38R4rlBPqC10" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Classification report all datasets wit SML: Casco Bay\n", "results = [results1t, results2t, results3t, results4t, results5t]\n", "data_nr = [1,2,3,4,5]\n", "for r, nr in zip(results, data_nr):\n", " names=['water', 'seaweed', 'seagrass']\n", " \n", " print(f' SML, Dataset {nr}, South Coast: precision and recall \\n' )\n", " print(classification_report(r[3],r[2], target_names=names))\n", " print('-----------------------------------------------------------------')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "gPiGkuH4qNh9", "outputId": "6d386a93-27e7-43fb-a2a4-362f9268a104" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ " SML, Dataset 1, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.79 0.79 0.79 92\n", " seaweed 0.37 0.26 0.31 92\n", " seagrass 0.50 0.64 0.56 92\n", "\n", " accuracy 0.57 276\n", " macro avg 0.55 0.57 0.55 276\n", "weighted avg 0.55 0.57 0.55 276\n", "\n", "-----------------------------------------------------------------\n", " SML, Dataset 2, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.93 1.00 0.96 92\n", " seaweed 0.64 0.54 0.59 92\n", " seagrass 0.64 0.68 0.66 92\n", "\n", " accuracy 0.74 276\n", " macro avg 0.74 0.74 0.74 276\n", "weighted avg 0.74 0.74 0.74 276\n", "\n", "-----------------------------------------------------------------\n", " SML, Dataset 3, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.97 1.00 0.99 1404\n", " seaweed 0.68 0.47 0.56 1404\n", " seagrass 0.61 0.78 0.68 1404\n", "\n", " accuracy 0.75 4212\n", " macro avg 0.75 0.75 0.74 4212\n", "weighted avg 0.75 0.75 0.74 4212\n", "\n", "-----------------------------------------------------------------\n", " SML, Dataset 4, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.94 1.00 0.97 92\n", " seaweed 0.59 0.50 0.54 92\n", " seagrass 0.60 0.65 0.63 92\n", "\n", " accuracy 0.72 276\n", " macro avg 0.71 0.72 0.71 276\n", "weighted avg 0.71 0.72 0.71 276\n", "\n", "-----------------------------------------------------------------\n", " SML, Dataset 5, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.96 1.00 0.98 1404\n", " seaweed 0.57 0.71 0.64 1404\n", " seagrass 0.65 0.47 0.55 1404\n", "\n", " accuracy 0.73 4212\n", " macro avg 0.73 0.73 0.72 4212\n", "weighted avg 0.73 0.73 0.72 4212\n", "\n", "-----------------------------------------------------------------\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Tau and variance metrics for SML: South Coast" ], "metadata": { "id": "1-ifdx0EudZH" } }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 434 }, "id": "QjuOKC1T5kaZ", "outputId": "2feef543-a873-40ef-feee-b3b37565bb17" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ " South Coast : SML\n", " --------------------------\n", "|Dataset | Tau | Variance |\n", " --------------------------\n", "| 1 |0.348 | 0.002 |\n", "| 2 |0.614 | 0.001 |\n", "| 3 |0.624 | 0.000 |\n", "| 4 |0.576 | 0.001 |\n", "| 5 |0.592 | 0.000 |\n", " --------------------------\n" ] }, { "output_type": "execute_result", "data": { "text/plain": [ "\"\\nprint('z-statistics for SML accuracy results at South Coast of Cape Elizabeth')\\nz6vs3t = z_stat(tau(results11t[0]), tau(results6t[0]), var11t, var6t)\\nprint(f'Z-value between dataset 2 and 1: {z6vs3t:,.2f} ')\\nprint('------------------------------------------------------')\\nz6vs11t = z_stat(tau(results6t[0]), tau(results11t[0]), var6t, var11t )\\nprint(f'Z-value between dataset 2 and 3: {z6vs11t:,.2f} ')\\n#print('------------------------------------------------------')\\n#z11vs3t = z_stat(tau(results11t[0]), tau(results3t[0]), var11t, var3t )\\n\\nprint(f'Z-value between dataset 1 and 3: {z11vs3t:,.2f}')\\nprint('------------------------------------------------------')\\n\\nzpbvs6t = z_stat(tau(results6t[0]), tau(resultsPBt[0]), varPBbestt, var6t )\\nprint(f'Z-value between dataset 2 and 4: {zpbvs6t:,.2f}')\\nprint('------------------------------------------------------')\\n\\nzobiavs11t = z_stat(tau(results11t[0]), tau(resultsOBIAt[0]), var11t, varOBIAbestt)\\nprint(f'Z-value between dataset 3 and 5: {zobiavs11t:,.2f}')\\nprint('------------------------------------------------------')\\n\"" ], "application/vnd.google.colaboratory.intrinsic+json": { "type": "string" } }, "metadata": {}, "execution_count": 17 } ], "source": [ "tau_list = [tau(results1t[0]), tau(results2t[0]), tau(results3t[0]), tau(results4t[0]), tau(results5t[0])]\n", "\n", "# Variance\n", "var1t = variance(test1, results1[0])\n", "var2t = variance(test2, results2[0])\n", "var3t = variance(test3, results3[0])\n", "var4t = variance(test4, results4[0])\n", "var5t = variance(test5, results5[0])\n", "\n", "var_list = [var1t, var2t, var3t, var4t, var5t]\n", "\n", "# Dataset numbers\n", "feat_list = [1,2,3,4,5]\n", "print(' South Coast : SML')\n", "print(' --------------------------')\n", "print('|Dataset | Tau | Variance |')\n", "print(' --------------------------')\n", "for i, t, var in zip(feat_list, tau_list, var_list):\n", " print(f'| {i} |{t:.3f} | {var:.3f} |')\n", "print(' --------------------------')\n", "\n", "'''\n", "print('z-statistics for SML accuracy results at South Coast of Cape Elizabeth')\n", "z6vs3t = z_stat(tau(results11t[0]), tau(results6t[0]), var11t, var6t)\n", "print(f'Z-value between dataset 2 and 1: {z6vs3t:,.2f} ')\n", "print('------------------------------------------------------')\n", "z6vs11t = z_stat(tau(results6t[0]), tau(results11t[0]), var6t, var11t )\n", "print(f'Z-value between dataset 2 and 3: {z6vs11t:,.2f} ')\n", "#print('------------------------------------------------------')\n", "#z11vs3t = z_stat(tau(results11t[0]), tau(results3t[0]), var11t, var3t )\n", "\n", "print(f'Z-value between dataset 1 and 3: {z11vs3t:,.2f}')\n", "print('------------------------------------------------------')\n", "\n", "zpbvs6t = z_stat(tau(results6t[0]), tau(resultsPBt[0]), varPBbestt, var6t )\n", "print(f'Z-value between dataset 2 and 4: {zpbvs6t:,.2f}')\n", "print('------------------------------------------------------')\n", "\n", "zobiavs11t = z_stat(tau(results11t[0]), tau(resultsOBIAt[0]), var11t, varOBIAbestt)\n", "print(f'Z-value between dataset 3 and 5: {zobiavs11t:,.2f}')\n", "print('------------------------------------------------------')\n", "'''\n" ] }, { "cell_type": "markdown", "source": [ "# Confusion Metrices for SML: Both for Casco Bay and the South Coast" ], "metadata": { "id": "puHIf7icOJiS" } }, { "cell_type": "code", "source": [ "\n", "\n", "# Confusion matrices for Casco Bay\n", "cm1 = confusion_matrix(results1[3],results1[2])\n", "cm2 = confusion_matrix(results2[3],results2[2])\n", "cm3 = confusion_matrix(results3[3],results3[2])\n", "cm4 = confusion_matrix(results4[3],results4[2])\n", "cm5 = confusion_matrix(results5[3],results5[2])\n", "\n", "# Confusion matrices for the South Coast\n", "cm1t = confusion_matrix(results1t[3],results1t[2])\n", "cm2t = confusion_matrix(results2t[3],results2t[2])\n", "cm3t = confusion_matrix(results3t[3],results3t[2])\n", "cm4t = confusion_matrix(results4t[3],results4t[2])\n", "cm5t = confusion_matrix(results5t[3],results5t[2])" ], "metadata": { "id": "1giCZ2PQxAJa" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "cm_datsets(cm1, cm2, cm3,cm4 , cm5, 'SML: Casco Bay') " ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 215 }, "id": "AOKp575lQTPN", "outputId": "4d1cf044-f0bf-4f18-8141-8127d01f2a27" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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}, "metadata": {} } ] }, { "cell_type": "code", "source": [ "cm_datsets(cm1t, cm2t, cm3t,cm4t , cm5t, 'SML: South Coast of Cape Elizabeth')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 215 }, "id": "82PGF5YWRxON", "outputId": "99361552-ea24-41de-fc55-c9ea02f7f1eb" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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}, "metadata": {} } ] }, { "cell_type": "code", "source": [ "cm_maker(cm1t, 'Dataset 1')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 436 }, "id": "vkkTy5EzpUSw", "outputId": "9ac92249-cafd-4c2c-b14a-5efc0f93a006" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "metadata": { "id": "PS8Ia0c5tSaI" }, "source": [ "# SML: Boxplot and Lineplot\n" ] }, { "cell_type": "code", "source": [ "font_dict = {'fontsize': 20,\n", " 'fontweight':10}\n", "\n", "font = {\n", " 'weight' : 'bold',\n", " 'size' : 12}\n", "\n", "fig2, (ax1, ax2) = plt.subplots(1, 2, sharey=False, figsize =(14, 5), sharex = True)\n", "#fig2.suptitle('SML: Boxplot and Lineplot')\n", "ax1.set_xticklabels(['1', '2', '3 ', '4', '5']) # x-axis labels\n", "ax1.boxplot([results1[4], results2[4], results3[4], results4[4], results5[4]])\n", "ax1.set_title('Validation accuracies from CV')\n", "\n", "x = [1, 2, 3, 4, 5]\n", "y = [results1[0], results2[0], results3[0], results4[0], results5[0]]\n", "y2 = [results1t[0], results2t[0], results3t[0], results4t[0], results5t[0]]\n", " \n", "ax2.plot(x, y, label = \"SML: OA Casco Bay\", )\n", "ax2.plot(x, y2, label = \"SML: OA South Coast\")\n", "ax2.set_title('Overall Accuracy (OA) for test data')\n", "# Creating plot\n", "plt.xlabel('Dataset')\n", "plt.ylabel('Accuracy')\n", "#values_formatstr\n", "plt.rc('font', **font)\n", "ax1.grid()\n", "ax2.grid()\n", "plt.legend(loc = 'lower right')\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 297 }, "id": "AMR0-hg5gJOC", "outputId": "bb7b51fc-710e-4190-f2c5-4d991f542a7e" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "FixedFormatter should only be used together with FixedLocator\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "metadata": { "id": "hAC28I7WE4eW" }, "source": [ "# Local Rf training \n", "source code: https://geemap.org/notebooks/46_local_rf_training/#convert-a-sklearn-classifier-object-to-a-list-of-strings. Accessed: 13.02.23" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "yBwf5nPsPbVy" }, "outputs": [], "source": [ "def ee_classifier(data):\n", " y = data.iloc[:,-1] # Get class lables\n", " label = y.name # Get the name of class label\n", " X = data.drop(label, axis = 1) # Get only feaures \n", "\n", " # Standardize the data \n", " X_std = X \n", " # Training dataset set to 80 %\n", " X_train, X_valid, y_train, y_valid = train_test_split(X_std, y, train_size=0.8, random_state=42)\n", "\n", "\n", " rfc=RandomForestClassifier(random_state=42)\n", "\n", " param_grid = {'n_estimators':[int(x) for x in np.linspace(start=10, stop = 30, num = 5)],\n", " 'max_features': ['sqrt', 'log2', None],\n", " 'max_depth':[2,4,10],\n", " 'min_samples_split': [2,5],\n", " 'min_samples_leaf':[1,2],\n", " 'bootstrap':[True, False],\n", " }\n", "\n", " CV_rfc = GridSearchCV(estimator=rfc, param_grid=param_grid, scoring='accuracy', cv= 10, refit=True)\n", " CV_rfc.fit(X_train, y_train)\n", " # Source code: https://datascience.stackexchange.com/questions/21877/how-to-use-the-output-of-gridsearch. Accessed 13.02.23\n", " optimised_random_forest = CV_rfc.best_estimator_ \n", " features = list(data.columns)\n", " feature_names = features[:-1]\n", " trees = ml.rf_to_strings(optimised_random_forest, feature_names)\n", "\n", " # create a ee classifier to use with ee objects from the trees\n", " ee_classifier = ml.strings_to_classifier(trees)\n", " classified = s2_deglint_masked.select(feature_names).classify(ee_classifier)\n", " return classified, trees\n", " " ] }, { "cell_type": "code", "source": [ "# Storing trees as string in a local csv-file\n", "classify1 = ee_classifier(train1)\n", "ml.trees_to_csv(classify1[1], '/content/classified1.csv')\n", "\n", "classify2 = ee_classifier(train2)\n", "ml.trees_to_csv(classify1[1], '/content/classified2.csv')\n", "\n", "classify4 = ee_classifier(train4)\n", "ml.trees_to_csv(classify1[1], '/content/classified4.csv')" ], "metadata": { "id": "K2erM2Ezw0AT" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "classify3 = ee_classifier(train3)\n", "ml.trees_to_csv(classify3[1], '/content/classified3.csv')\n", "\n", "classify5 = ee_classifier(train5)\n", "ml.trees_to_csv(classify3[1], '/content/classified5.csv')" ], "metadata": { "id": "JRl4tc9Lebqy" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "Image1 = classify1[0]" ], "metadata": { "id": "dtF-72g50nqX" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "remap1 = Image1.remap([1,2,3],[0,1,2])" ], "metadata": { "id": "CPIPLs7_0uej" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# retrieving tree\n", "trees1 = ml.csv_to_classifier('/content/classified1.csv') \n", "trees2 = ml.csv_to_classifier('/content/classified2.csv') \n", "trees4 = ml.csv_to_classifier('/content/classified4.csv') \n", "\n", "# Create a ee classifier to use with ee objects from the trees\n", "features1 = list(train1.columns)\n", "feature_names1 = features1[:-1]\n", "Image1 = s2_deglint_masked.select(feature_names1).classify(trees1)\n", "\n", "# Create a ee classifier to use with ee objects from the trees\n", "features2 = list(train2.columns)\n", "feature_names2 = features2[:-1]\n", "Image2 = s2_deglint_masked.select(feature_names2).classify(trees2)\n", "\n", "# Create a ee classifier to use with ee objects from the trees\n", "features4 = list(train4.columns)\n", "feature_names4 = features4[:-1]\n", "Image4 = s2_deglint_masked.select(feature_names4).classify(trees4)\n", "\n", "\n", "remap1 = Image1.remap([1,2,3],[0,1,2])\n", "remap2 = Image2.remap([1,2,3],[0,1,2])\n", "remap4 = Image4.remap([1,2,3],[0,1,2])" ], "metadata": { "id": "VsL9SzwTmB-t" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "Image1 = classify1[0]\n", "Image2 = classify2[0]\n", "Image4 = classify4[0]" ], "metadata": { "id": "vdv4SQAunLcx" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "VRcm8gE-44Fx" }, "outputs": [], "source": [ "remap1 = Image1.remap([1,2,3],[0,1,2])\n", "remap2 = Image2.remap([1,2,3],[0,1,2])\n", "remap4 = Image4.remap([1,2,3],[0,1,2])" ] }, { "cell_type": "code", "source": [ "trees3 = ml.csv_to_classifier('/content/classified3.csv') \n", "trees5 = ml.csv_to_classifier('/content/classified5.csv') \n", "\n", "# Create a ee classifier to use with ee objects from the trees\n", "features3 = list(train3.columns)\n", "feature_names3 = features3[:-1]\n", "Image3 = objectPropertiesImage.select(feature_names3).classify(trees3)\n", "\n", "# Create a ee classifier to use with ee objects from the trees\n", "features5 = list(train5.columns)\n", "feature_names5 = features5[:-1]\n", "Image5 = objectPropertiesImage.select(feature_names5).classify(trees5)\n", "\n", "remap3 = Image3.remap([1,2,3],[0,1,2])\n", "remap5 = Image5.remap([1,2,3],[0,1,2])" ], "metadata": { "id": "lUZSVGnDtL6M" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "cXrtDVU2osBD" }, "outputs": [], "source": [ "Image3 = classify3[0]\n", "Image5 = classify5[0]\n", "\n", "remap3 = Image3.remap([1,2,3],[0,1,2])\n", "remap5 = Image5.remap([1,2,3],[0,1,2])" ] }, { "cell_type": "markdown", "metadata": { "id": "F62Ko1tnxOfh" }, "source": [ "# Add ground truth data geometry of seagrass, seaweed, and water" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "PQip4TxUyVkl" }, "outputs": [], "source": [ "# Add ground truth data geometry of seagrass, seaweed, and water\n", "# Must upload to google colabs for each new runtime...\n", "shp_path_SW = '/content/Coastal_Marine_Geology.shp'\n", "seaweed_shp = geemap.shp_to_ee(shp_path_SW)\n", "'''\n", "shp_path_SG = '/content/MaineDEP_Seagrass_2021_(South_Coast_-_Elliot_to_Cape_Elizabeth).shp'\n", "seagrass_shp = geemap.shp_to_ee(shp_path_SG)\n", "\n", "# Drew rectangles to represent water, than downloaded them locally\n", "# geemap.ee_to_shp(water, filename='/content/water.shp')\n", "shp_path_water_test = '/content/water_test.shp'\n", "water_test_shp = geemap.shp_to_ee(shp_path_water_test)\n", "\n", "shp_path_roi_test = '/content/roi_test.shp'\n", "roi_test = geemap.shp_to_ee(shp_path_roi_test)\n", "\n", "shp_path_SG22 = '/content/MaineDEP_Seagrass_2022_(Casco_Bay_Only).shp'\n", "seagrass_shp22 = geemap.shp_to_ee(shp_path_SG22)\n", "'''\n", "shp_path_SG18 = '/content/MaineDEP_-_Eelgrass_2018_(Casco_Bay_Only).shp'\n", "seagrass_shp = geemap.shp_to_ee(shp_path_SG18)\n", "shp_path_water = '/content/water.shp'\n", "water_shp = geemap.shp_to_ee(shp_path_water)\n", "\n" ] }, { "cell_type": "markdown", "source": [ "# Map results of SML: PB method\n", "\n", "- Remember to change title depending if you use this for Casco Bay or for the South Coast of Cape Elizabeth" ], "metadata": { "id": "PRV4qsQ1BZGx" } }, { "cell_type": "markdown", "metadata": { "id": "lcuvpV7uxE7X" }, "source": [ "# Map results of SML: PB-method" ] }, { "cell_type": "code", "source": [ "Map = geemap.Map()\n", "Map.set_center(-69.740859, 43.544235, zoom=10)\n", "vis_params = {\"bands\": [ 'B2', 'B3', 'B4'], \"min\": 0, \"max\": 1500, \"gamma\": 2.5}\n", "Map.addLayer(s2_composite_min, vis_params, 'Sent-2 min')\n", "Map.addLayer(S2_deglint, vis_params, 'Deglinted image')\n", "\n", "Map.addLayer(\n", " remap1,\n", " {\"min\": 0, \"max\": 2, \"palette\":['deepskyblue', 'chocolate', 'forestgreen']},\n", " 'Dataset 1 SC')\n", "\n", "Map.addLayer(\n", " remap2,\n", " {\"min\": 0, \"max\": 2, \"palette\": ['deepskyblue', 'chocolate', 'forestgreen']},\n", " 'Dataset 2 SC')\n", "\n", "Map.addLayer(\n", " remap4,\n", " {\"min\": 0, \"max\": 2, \"palette\": ['deepskyblue', 'chocolate', 'forestgreen']},\n", " 'Dataset 4 SC')\n", "\n", "\n", "# Source code: https://github.com/giswqs/earthengine-py-examples/blob/master/Visualization/rendering_categorical_maps.py. Accessed: 15.03.23\n", "\n", "vis_params_sw = {'color':'#7b3e00'}\n", "vis_params_sg = {'color':'1c5f2c'} \n", "vis_params_water = {'color':'#0d98ba'} \n", "\n", "Map.addLayer(seagrass_shp, vis_params_sg, 'seagrass from 2021')\n", "#Map.addLayer(seagrass_shp, vis_params_sg, 'seagrass from 2018')\n", "#Map.addLayer(seagrass_shp22, vis_params_sg, 'seagrass from 2022')\n", "Map.addLayer(seaweed_shp, vis_params_sw, 'seaweed')\n", "#Map.addLayer(water_shp, vis_params_water, 'water')\n", "Map.addLayer(water_test_shp, vis_params_water, 'water')\n", "#Map.addLayer(roi_train, {}, 'ROI')')\n", "\n", "# display results\n", "#vis_params_sw = {'color':'#7b3e00'}\n", "#vis_params_sg = {'color':'1c5f2c'} \n", "#vis_params_water = {'color':'#0d98ba'} \n", "Map.addLayer(S2_masked, {'palette': ['black']} , 'S2 Land Mask')\n", "Map" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "0c07f8b3f3124de98e28ece915d8860a", 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"54a7c2755e10453bad375294473fd84a", "d6e53cea5a0e46cba21e3725f642f7e5", "d9c56e5c08e5423296ddb39c83268f5a", "adf2761802df4a89a78c324097774a77", "984ae60f98cf4313a8e498d5e75dd4e2", "6cce917519d642e9a09f181852f0d5ce", "b808028539954fd88169ced63ca43b3b", "3c8ded7235f94dfebde2e1820cfbb513", "614338d782a5465cbf898b26c0e3b9a1", "56c353bd2db4469290cefe60ed9a697c", "c02af6b7362e46388b8326afcaf0c3ac", "3a29a7588dfd4fd9aa84120db1b92a86", "51a44e5bb73545a39460609f71cb0ff3", "d46a4442af1b4a02ba366966feffa028", "2da3170d0b36438cbba1df6923545f26", "20f7f83503d94d9189c49bde6053073e", "6a4459ef20e64d6cab8055c3061d602e", "8f38adc12d89450397b04a8175c55756", "9fbc5a002dfe4577b65d3851fe0711b8", "61eed19213db4cc78163ec2f08f4c45f", "c3fbfa554a474298805072a4288ae80d", "5ef194a0b2444af4b44e453d52be0576", "44f4b31612014f4a9fa5ccdb0c286963", "856e65ed9b6a4c7c8de29f15758a303a", "1bf09cc52f0c4016a776ab0292b248b2", "c7db99aed23a4ef5820e7da4e8aebdf2", "41d66ddacee84e289bb51ce53d879be8", "31b468cf935c4d36b1f242d07cd68fa6", "d04b049f10274a8b8f541a884a5a9ebc", "671102cca85846ae8490db0b8760ea33", "913b0066b81d4d03b3f9a264f42b5d78", "ac504cfa5bef4537b44ed52d1832edb3", "082f714064c747399375239108920e57", "e75a55412352493b9908ef8659e7b263", "998706ea6f0b41d58fe3cabf8536353d", "30b13db792f1499d8c09e2b38de180b6", "f7ab8a5f83ef44c09f8cb246af55728f", "8dc447a88b2b4f7a91bb438d139d8d7b", "983b7ad948624ebcb071c30a1f77b46a", "d50a873cfe7e4ebf90ba4d3fc9fa5be5", "11c88529057a4e92a09a97488051d265", "f1a959a404b248dabdd700e9399dde56", "e2590c846ef04b48a1c83223239d59e1", "038b8e7d8c1c4c238ee137970929832d", "f6df1f3e2f4d4be788a87936731dac38", "fd3d5572e08c405b8cf47a201ba04750", "caf1711928e24ab1825c0d01ac598172" ] }, "id": "cEil4l5zAYNU", "outputId": "75ecc779-cab6-4dd1-fd9f-01eb458c3e77" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(center=[43.544235, -69.740859], controls=(WidgetControl(options=['position', 'transparent_bg'], widget=HBo…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "0c07f8b3f3124de98e28ece915d8860a" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ] }, { "cell_type": "markdown", "source": [ "# Map results of SML: GEOBIA method" ], "metadata": { "id": "5c_IGHDOA_jQ" } }, { "cell_type": "code", "source": [ "Map = geemap.Map()\n", "Map.set_center(-69.740859, 43.544235, zoom=10)\n", "#vis_params = {\"bands\": [ 'B2', 'B3', 'B4'], \"min\": 0, \"max\": 1500, \"gamma\": 2.5}\n", "Map.addLayer(s2_composite_min, vis_params, 'Sent-2 min')\n", "Map.addLayer(S2_deglint, vis_params_deglint, 'Deglinted image')\n", "\n", "Map.addLayer(\n", " remap3,\n", " {\"min\": 0, \"max\": 2, \"palette\":['deepskyblue', 'chocolate', 'forestgreen']},\n", " 'Dataset 3 Casco Bay')\n", "\n", "Map.addLayer(\n", " remap5,\n", " {\"min\": 0, \"max\": 2, \"palette\": ['deepskyblue', 'chocolate', 'forestgreen']},\n", " 'Dataset 5 Casco Bay')\n", "\n", "\n", "# Source code: https://github.com/giswqs/earthengine-py-examples/blob/master/Visualization/rendering_categorical_maps.py. Accessed: 15.03.23\n", "\n", "vis_params_sw = {'color':'#7b3e00'}\n", "vis_params_sg = {'color':'1c5f2c'} \n", "vis_params_water = {'color':'#0d98ba'} \n", "\n", "#Map.addLayer(seagrass_shp, vis_params_sg, 'seagrass from 2021')\n", "#Map.addLayer(seagrass_shp, vis_params_sg, 'seagrass from 2018')\n", "#Map.addLayer(seagrass_shp22, vis_params_sg, 'seagrass from 2022')\n", "#Map.addLayer(seaweed_shp, vis_params_sw, 'seaweed')\n", "#Map.addLayer(water_shp, vis_params_water, 'water')\n", "#Map.addLayer(water_test_shp, vis_params_water, 'water')\n", "#Map.addLayer(roi_train, {}, 'ROI')')\n", "\n", "# display results\n", "#vis_params_sw = {'color':'#7b3e00'}\n", "#vis_params_sg = {'color':'1c5f2c'} \n", "#vis_params_water = {'color':'#0d98ba'} \n", "Map.addLayer(S2_masked, {'palette': ['black']} , 'S2 Land Mask')\n", "Map" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "7eee2191331445f49baff9c03a261728", "535cc3a3b05b475993ecb8adfe923b52", "37630e755aa14c34a61edd4642af5e01", "b6ce522ce2794940aac7487533732bf6", "4af9c7448ca54901a2592dfb2a18045d", "1a2599bfa1ad48329933e332d4617217", "f057ccccaef845fc906c69822229b2d9", "78f90832f7024391a4d6f97fe193b4d0", "f82b629925b74ebbb69a5aafce3d6057", "a78a71ae98464d4fbe78e29f45eebcf9", "9c35c07358b54937abbc3af231f941cb", "5ae049f5cf9348ff89bca4c299fe54b9", "2cdf48b5ca5d482dba952cfb14e747c7", "d114be199f044bf388892ad3e01ee11c", "d1029d51948947ac8d87424dd7a6d43e", "544f738debf144a2b95e2c233271db39", "850792052b524bfb81a8ed76b95685ff", "cf9fa1f6fdec4b64b63d335806e89440", "e2b65289a3a249e9b4dd52ef8db3ef10", "f0e6016be1554f27aae69785c09038b0", "23e22d713496438691c54763750f42fc", "7650afac1f1d45c2863e9cd6303f7b43", "91bce271a3d8473a9cbc3dd2c652d15c", "7425d378712b4c2cad25069acf40a417", "7d9fa8b95e37444cb5a4761466d78dc2", "ed673bfb51a2421c80b43150703b5627", "52718b8442e547bf81b2bd36c0947163", "ce9c585fc4444eb2bdce104d36b62d64", "027aafc0ebf840b7a1e28d1ebf35371e" ] }, "id": "-7sLkHwbA9M0", "outputId": "cc0fb38f-2c45-4872-8aca-ebabd4044bd2" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(center=[43.544235, -69.740859], controls=(WidgetControl(options=['position', 'transparent_bg'], widget=HBo…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "7eee2191331445f49baff9c03a261728" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ] }, { "cell_type": "markdown", "source": [ "# Unsupervised classification algorithm" ], "metadata": { "id": "KGdsWfw1X-4i" } }, { "cell_type": "code", "source": [ "def unsupervised(data, algorithm = \" \", eps=0.3, min_sample=3 ):\n", " y = data.iloc[:,-1] # Get class lables\n", " y = y.replace([1,2,3],[0,1,2])\n", " label = y.name # Get the name of class label\n", " X = data.drop(label, axis = 1) # Get only feaures \n", " X_std = StandardScaler().fit_transform(X)\n", " \n", " pca = PCA(n_components = 3)\n", " X_pca = pca.fit(X_std)\n", " X_trans_pca = pca.transform(X_std)\n", "\n", " if algorithm == 'kMeans':\n", " km = KMeans(n_clusters=3, max_iter=100, random_state=40, n_init=10)\n", " km.fit(X_trans_pca)\n", " y_pred = km.labels_\n", " elif algorithm == 'DBSCAN':\n", " db = DBSCAN(eps=eps, min_samples = min_sample, metric='euclidean')\n", " db_fit = db.fit_predict(X_trans_pca)\n", " y_pred = db.labels_\n", " else: \n", " print('Error: Missing one positional argument. Insert algorithm name \\n \"kMeans\" or \"DBSCAN\". \\n If this is not the error, you have not inserted the data')\n", " return accuracy_score(y, y_pred), y_pred, y, X_trans_pca, label\n", "# the scikit-learn algorithm with n_init=10 runs the k-means 10 times and returns the r\n", "# one that gave the lowest SSE\n", "# Source: https://realpython.com/k-means-clustering-python/. Accessed 20.03.23\n" ], "metadata": { "id": "_BxSDYlAYEDv" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Source code: https://www.mikulskibartosz.name/pca-how-to-choose-the-number-of-components/. Accessed 10.04.23\n", "\n", "scaler = MinMaxScaler()\n", "data_rescaled = scaler.fit_transform(train2)\n", "pca = PCA().fit(data_rescaled)\n", "\n", "xi = np.arange(1, 8, step=1)\n", "y = np.cumsum(pca.explained_variance_ratio_)\n", "\n", "distortions = []\n", "K = range(1,10)\n", "for k in K:\n", " kmeanModel = KMeans(n_clusters=k, init='k-means++', n_init='auto')\n", " X_trans_pca = pca.transform(data_rescaled)\n", " kmeanModel.fit(X_trans_pca)\n", " distortions.append(kmeanModel.inertia_)" ], "metadata": { "id": "6Bzc2IReE4sN" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "plt.rcParams[\"figure.figsize\"] = (6,3)\n", "\n", "fig, (ax1, ax2) = plt.subplots(1,2, figsize = (15,6))\n", "fig.suptitle('Feature reduction', fontsize=30)\n", "ax1.plot(xi, y, marker='o', linestyle='--', color='b')\n", "ax1.set_title('The number of components needed to explain variance')\n", "\n", "plt.xlabel('Number of Components')\n", "plt.xticks(np.arange(0, 8, step=1)) #change from 0-based array index to 1-based human-readable label\n", "plt.ylabel('Cumulative variance (%)')\n", "\n", "ax1.axhline(y=0.95, color='r', linestyle='-')\n", "ax1.text(0.75, 0.955, '95% cut-off threshold', color = 'red', fontsize=12)\n", "ax1.grid(axis='x')\n", "\n", "ax2.plot(K, distortions, 'bx-')\n", "ax2.set_title('The Elbow Method showing the optimal k')\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 468 }, "id": "gRcdOL1B1W0j", "outputId": "b9165c60-d2e5-4c17-a9a5-26e1f18c1bf1" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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}, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# Casco Bay -> Unsupervised accuracy metrices: kMeans" ], "metadata": { "id": "5F1Qwdv4YLVT" } }, { "cell_type": "code", "source": [ "results1km = unsupervised(train1,'kMeans')\n", "results2km = unsupervised(train2,'kMeans')\n", "results3km = unsupervised(train3,'kMeans')\n", "results4km = unsupervised(train4,'kMeans')\n", "results5km = unsupervised(train5,'kMeans')\n", "\n", "resultskm = [results1km, results2km, results3km, results4km, results5km]\n", "data_nr = [1,2,3,4,5]\n", "###############################\n", "# Results from 3 features \n", "for r, nr in zip(resultskm, data_nr):\n", " print(f' OA = {r[0]*100:,.2f}% with UML and dataste {nr}')\n", " kmeans_silhouette = silhouette_score(r[3],r[1]).round(2)\n", " print('kmeans silhouette: ', kmeans_silhouette)\n", " print(\"Adjusted Rand Index: %0.3f\"\n", " % metrics.adjusted_rand_score(r[2], r[1]))\n", " print('-----------------------------------------------------------------')\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "WgN_rdfgDaX9", "outputId": "537d7965-2367-41f4-dba7-240894eef553" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ " OA = 22.90% with UML and dataste 1\n", "kmeans silhouette: 0.47\n", "Adjusted Rand Index: 0.271\n", "-----------------------------------------------------------------\n", " OA = 17.48% with UML and dataste 2\n", "kmeans silhouette: 0.35\n", "Adjusted Rand Index: 0.386\n", "-----------------------------------------------------------------\n", " OA = 41.19% with UML and dataste 3\n", "kmeans silhouette: 0.38\n", "Adjusted Rand Index: 0.032\n", "-----------------------------------------------------------------\n", " OA = 7.86% with UML and dataste 4\n", "kmeans silhouette: 0.43\n", "Adjusted Rand Index: 0.316\n", "-----------------------------------------------------------------\n", " OA = 17.62% with UML and dataste 5\n", "kmeans silhouette: 0.47\n", "Adjusted Rand Index: 0.253\n", "-----------------------------------------------------------------\n" ] } ] }, { "cell_type": "code", "source": [ "# Tau values for kmeans at Casco Bay\n", "\n", "tau_list = [tau(results1km[0]), tau(results2km[0]), tau(results3km[0]), tau(results4km[0]), tau(results5km[0])]\n", "\n", "# Variance\n", "var1km = variance(train1, results1km[0])\n", "var2km = variance(train2, results2km[0])\n", "var3km = variance(train3, results3km[0])\n", "var4km = variance(train4, results4km[0])\n", "var5km = variance(train5, results5km[0])\n", "\n", "var_list = [var1km, var2km, var3km, var4km, var5km]\n", "\n", "# Dataset numbers\n", "feat_list = [1,2,3,4,5]\n", "print(' Casco Bay: UML')\n", "print(' --------------------------')\n", "print('|Dataset | Tau | Variance |')\n", "print(' --------------------------')\n", "for i, t, var in zip(feat_list, tau_list, var_list):\n", " print(f'| {i} |{t:.3f} | {var:.3f} |')\n", "print(' --------------------------')\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Q79GbEzO1OHp", "outputId": "ca7126a7-0c76-440f-d376-88cb22008fb2" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ " Casco Bay: UML\n", " --------------------------\n", "|Dataset | Tau | Variance |\n", " --------------------------\n", "| 1 |-0.156 | 0.001 |\n", "| 2 |-0.238 | 0.000 |\n", "| 3 |0.118 | 0.001 |\n", "| 4 |-0.382 | 0.000 |\n", "| 5 |-0.236 | 0.000 |\n", " --------------------------\n" ] } ] }, { "cell_type": "code", "source": [ "# Classification report all datasets wit SML: Casco Bay\n", "resultskm = [results1km, results2km, results3km, results4km, results5km]\n", "data_nr = [1,2,3,4,5]\n", "for r, nr in zip(resultskm, data_nr):\n", " names=['water', 'seaweed', 'seagrass']\n", " \n", " print(f' UML, Dataset {nr}, Casco Bay: precision and recall \\n' )\n", " print(classification_report(r[2],r[1], target_names=names))\n", " print('-----------------------------------------------------------------')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "l5BG4ucBFE1M", "outputId": "756cfc6b-48fa-4fa5-ac5b-4e0e82a6d7db" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ " UML, Dataset 1, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.02 0.02 0.02 253\n", " seaweed 0.29 0.50 0.37 241\n", " seagrass 0.49 0.18 0.26 244\n", "\n", " accuracy 0.23 738\n", " macro avg 0.27 0.23 0.22 738\n", "weighted avg 0.27 0.23 0.22 738\n", "\n", "-----------------------------------------------------------------\n", " UML, Dataset 2, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.01 0.01 0.01 253\n", " seaweed 0.10 0.10 0.10 241\n", " seagrass 0.42 0.42 0.42 244\n", "\n", " accuracy 0.17 738\n", " macro avg 0.18 0.18 0.18 738\n", "weighted avg 0.17 0.17 0.17 738\n", "\n", "-----------------------------------------------------------------\n", " UML, Dataset 3, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.55 0.41 0.47 246\n", " seaweed 0.33 0.60 0.42 246\n", " seagrass 0.56 0.22 0.32 246\n", "\n", " accuracy 0.41 738\n", " macro avg 0.48 0.41 0.40 738\n", "weighted avg 0.48 0.41 0.40 738\n", "\n", "-----------------------------------------------------------------\n", " UML, Dataset 4, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.00 0.00 0.00 253\n", " seaweed 0.00 0.00 0.00 241\n", " seagrass 0.21 0.24 0.22 244\n", "\n", " accuracy 0.08 738\n", " macro avg 0.07 0.08 0.07 738\n", "weighted avg 0.07 0.08 0.07 738\n", "\n", "-----------------------------------------------------------------\n", " UML, Dataset 5, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.16 0.27 0.20 246\n", " seaweed 0.45 0.26 0.33 246\n", " seagrass 0.00 0.00 0.00 246\n", "\n", " accuracy 0.18 738\n", " macro avg 0.20 0.18 0.18 738\n", "weighted avg 0.20 0.18 0.18 738\n", "\n", "-----------------------------------------------------------------\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Test -> Unsupervised accuracy metrices: kMeans" ], "metadata": { "id": "HQta8c2PYd7T" } }, { "cell_type": "code", "source": [ "results1kmt = unsupervised(test1,'kMeans')\n", "results2kmt = unsupervised(test2,'kMeans')\n", "results3kmt = unsupervised(test3,'kMeans')\n", "results4kmt = unsupervised(test4,'kMeans')\n", "results5kmt = unsupervised(test5,'kMeans')\n", "\n", "resultskmt = [results1kmt, results2kmt, results3kmt, results4kmt, results5kmt]\n", "data_nr = [1,2,3,4,5]\n", "###############################\n", "# Results from 3 features \n", "print('-------------UML results for the South Coast of Cape Elizabeth -------------')\n", "for r, nr in zip(resultskmt, data_nr):\n", " print(f'OA = {r[0]*100:,.2f}% with dataset {nr}')\n", " kmeans_silhouette = silhouette_score(r[3],r[1]).round(2)\n", " print('kmeans silhouette: ', kmeans_silhouette)\n", " print(\"Adjusted Rand Index: %0.3f\"\n", " % metrics.adjusted_rand_score(r[2], r[1]))\n", " print('-----------------------------------------------------------------')\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "819wwJTaFf4Q", "outputId": "142c00d0-b34b-43d1-c4b1-9655c55109c8" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "-------------UML results for the South Coast of Cape Elizabeth -------------\n", "OA = 18.84% with dataset 1\n", "kmeans silhouette: 0.51\n", "Adjusted Rand Index: 0.096\n", "-----------------------------------------------------------------\n", "OA = 30.07% with dataset 2\n", "kmeans silhouette: 0.37\n", "Adjusted Rand Index: 0.107\n", "-----------------------------------------------------------------\n", "OA = 21.79% with dataset 3\n", "kmeans silhouette: 0.35\n", "Adjusted Rand Index: 0.128\n", "-----------------------------------------------------------------\n", "OA = 32.25% with dataset 4\n", "kmeans silhouette: 0.5\n", "Adjusted Rand Index: 0.522\n", "-----------------------------------------------------------------\n", "OA = 9.95% with dataset 5\n", "kmeans silhouette: 0.52\n", "Adjusted Rand Index: 0.270\n", "-----------------------------------------------------------------\n" ] } ] }, { "cell_type": "code", "source": [ "# Classification report all datasets wit SML: Casco Bay\n", "resultskmt = [results1kmt, results2kmt, results3kmt, results4kmt, results5kmt]\n", "data_nr = [1,2,3,4,5]\n", "for r, nr in zip(resultskmt, data_nr):\n", " names=['water', 'seaweed', 'seagrass']\n", " \n", " print(f' UML, Dataset {nr}, South Coast: precision and recall \\n' )\n", " print(classification_report(r[2],r[1], target_names=names))\n", " print('-----------------------------------------------------------------')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "nyfoZqkuOMF-", "outputId": "206be11e-3e3a-442d-e070-f1f0562d9e3d" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ " UML, Dataset 1, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.00 0.00 0.00 92\n", " seaweed 0.33 0.01 0.02 92\n", " seagrass 0.26 0.55 0.35 92\n", "\n", " accuracy 0.19 276\n", " macro avg 0.20 0.19 0.12 276\n", "weighted avg 0.20 0.19 0.12 276\n", "\n", "-----------------------------------------------------------------\n", " UML, Dataset 2, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.00 0.00 0.00 92\n", " seaweed 0.46 0.39 0.42 92\n", " seagrass 0.24 0.51 0.33 92\n", "\n", " accuracy 0.30 276\n", " macro avg 0.24 0.30 0.25 276\n", "weighted avg 0.24 0.30 0.25 276\n", "\n", "-----------------------------------------------------------------\n", " UML, Dataset 3, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.00 0.00 0.00 1404\n", " seaweed 0.37 0.56 0.44 1404\n", " seagrass 0.18 0.09 0.12 1404\n", "\n", " accuracy 0.22 4212\n", " macro avg 0.18 0.22 0.19 4212\n", "weighted avg 0.18 0.22 0.19 4212\n", "\n", "-----------------------------------------------------------------\n", " UML, Dataset 4, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.00 0.00 0.00 92\n", " seaweed 0.00 0.00 0.00 92\n", " seagrass 0.49 0.97 0.65 92\n", "\n", " accuracy 0.32 276\n", " macro avg 0.16 0.32 0.22 276\n", "weighted avg 0.16 0.32 0.22 276\n", "\n", "-----------------------------------------------------------------\n", " UML, Dataset 5, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.13 0.28 0.18 1404\n", " seaweed 0.13 0.01 0.03 1404\n", " seagrass 0.00 0.00 0.00 1404\n", "\n", " accuracy 0.10 4212\n", " macro avg 0.09 0.10 0.07 4212\n", "weighted avg 0.09 0.10 0.07 4212\n", "\n", "-----------------------------------------------------------------\n" ] } ] }, { "cell_type": "code", "source": [ "# Tau values for kmeans at Casco Bay\n", "\n", "tau_list = [tau(results1kmt[0]), tau(results2kmt[0]), tau(results3kmt[0]), tau(results4kmt[0]), tau(results5kmt[0])]\n", "\n", "# Variance\n", "var1kmt = variance(test1, results1kmt[0])\n", "var2kmt = variance(test2, results2kmt[0])\n", "var3kmt = variance(test3, results3kmt[0])\n", "var4kmt = variance(test4, results4kmt[0])\n", "var5kmt = variance(test5, results5kmt[0])\n", "\n", "var_list = [var1kmt, var2kmt, var3kmt, var4kmt, var5kmt]\n", "\n", "# Dataset numbers\n", "feat_list = [1,2,3,4,5]\n", "print(' Casco Bay: UML')\n", "print(' --------------------------')\n", "print('|Dataset | Tau | Variance |')\n", "print(' --------------------------')\n", "for i, t, var in zip(feat_list, tau_list, var_list):\n", " print(f'| {i} |{t:.3f} | {var:.3f} |')\n", "print(' --------------------------')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "tOtk8fpQGM2s", "outputId": "8662d32a-805d-4009-d82c-a7c0bb381f30" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ " Casco Bay: UML\n", " --------------------------\n", "|Dataset | Tau | Variance |\n", " --------------------------\n", "| 1 |-0.217 | 0.001 |\n", "| 2 |-0.049 | 0.002 |\n", "| 3 |-0.173 | 0.000 |\n", "| 4 |-0.016 | 0.002 |\n", "| 5 |-0.351 | 0.000 |\n", " --------------------------\n" ] } ] }, { "cell_type": "code", "source": [ "font_dict = {'fontsize': 15,\n", " 'fontweight':10}\n", "\n", "font = {\n", " 'weight' : 'bold',\n", " 'size' : 12}\n", "\n", "fig2, (ax2) = plt.subplots(1, figsize =(4, 4))\n", "fig2.suptitle('UML: Boxplot and Lineplot')\n", " \n", "ax2.plot(x, y, label = \"UML: OA Casco Bay\" )\n", "ax2.plot(x, y2, label = \"UML: OA South Coast\")\n", "# Creating plot\n", "plt.xlabel('Dataset')\n", "plt.ylabel('Accuracy')\n", "#values_formatstr\n", "plt.rc('font', **font)\n", "ax1.grid()\n", "ax2.grid()\n", "plt.legend(loc = 'lower right')\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 436 }, "id": "N5hBEEknQLa0", "outputId": "f61ddaec-d3ef-43eb-bed0-f2516aa7fbe0" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# UML" ], "metadata": { "id": "-bKfGgF4LFTM" } }, { "cell_type": "code", "source": [ "def UML_visuals(data):\n", " y = data.iloc[:,-1] # Get class lables\n", " y = y.replace([1,2,3],[0,1,2])\n", " label = y.name # Get the name of class label\n", " X = data.drop(label, axis = 1) # Get only feaures\n", "\n", " # Source code: https://stackoverflow.com/questions/66204637/visualizing-clusters-result-using-pca-python. Accessed 27.03.2023\n", " Sc = StandardScaler() # Alternativley use: MinMaxScaler() when data is not normally distributed (for the training data)\n", " X = Sc.fit_transform(X)\n", " pca = PCA(3) \n", " pca_data = pd.DataFrame(pca.fit_transform(X),columns=['PC1','PC2', 'PC3']) \n", "\n", " kmeans =KMeans(n_clusters=3).fit(X)\n", " # Classified clusters \n", " pca_data['cluster_km'] = pd.Categorical(kmeans.labels_)\n", "\n", " # Ground truth data \n", " pca_data['cluster_gt'] = pd.Categorical(y)\n", "\n", " #set seaborn plotting aesthetics as default\n", " sns.set()\n", "\n", " #define plotting region (1 rows, 2 columns)\n", " fig, axes = plt.subplots(1, 2, sharey = True, figsize=(10, 7))\n", "\n", " fig.suptitle('UML Test data: Classification with 6 features', fontsize=15)\n", " palette = {0: \"deepskyblue\", 1: \"chocolate\", 2: \"forestgreen\"}\n", "\n", " sns.scatterplot(data=pca_data, x=\"PC1\",y=\"PC2\",hue=\"cluster_gt\", palette = palette, ax=axes[0]).set(title='Ground truth data')\n", " sns.scatterplot(data=pca_data, x=\"PC1\",y=\"PC2\",hue=\"cluster_km\", palette = palette ,ax=axes[1]).set(title='Kmeans')\n", "\n", " return plt.show()\n", "\n", "UML_visuals(train2)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 557 }, "id": "CUiWE-5CByzQ", "outputId": "625bd6c2-c756-4908-87c7-f9e648384196" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ "
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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# Confusion matrices of UML" ], "metadata": { "id": "4qGWv5mbg2Fq" } }, { "cell_type": "code", "source": [ "# cm for Casco Bay \n", "cm1km = confusion_matrix(results1km[2],results1km[1])\n", "cm2km = confusion_matrix(results2km[2],results2km[1])\n", "cm3km = confusion_matrix(results3km[2],results3km[1])\n", "cm4km = confusion_matrix(results4km[2],results4km[1])\n", "cm5km = confusion_matrix(results5km[2],results5km[1])\n", "\n", "# cm fomr South Coast\n", "cm1kmt = confusion_matrix(results1kmt[2],results1kmt[1])\n", "cm2kmt = confusion_matrix(results2kmt[2],results2kmt[1])\n", "cm3kmt = confusion_matrix(results3kmt[2],results3kmt[1])\n", "cm4kmt = confusion_matrix(results4kmt[2],results4kmt[1])\n", "cm5kmt = confusion_matrix(results5kmt[2],results5kmt[1])" ], "metadata": { "id": "U4K-xUqUHxuc" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "cm_datsets(cm1km, cm2km, cm3km,cm4km , cm5km, 'UML: Casco Bay') " ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 216 }, "id": "vvc7SztMfMgV", "outputId": "8ad91200-c8ed-40b4-dc3b-39e07ce4ab3f" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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}, "metadata": {} } ] }, { "cell_type": "code", "source": [ "cm_datsets(cm1kmt, cm2kmt, cm3kmt, cm4kmt , cm5kmt, 'UML: South Coast of Cape Elizabeth')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 216 }, "id": "lQKCqB9We8pW", "outputId": "b7c5d01f-8c0b-4c2d-e52d-7b88721d40fb" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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}, "metadata": {} } ] }, { "cell_type": "code", "source": [ "cm_maker(cm1km, 'Dataset 1')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 436 }, "id": "zDp4QKnxGtsZ", "outputId": "3cd88352-0a8f-4653-bff4-0cee7ce96bcd" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# Visual SSL" ], "metadata": { "id": "5-ds0aSHOvEF" } }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "Nb0DdU4LPoFE" }, "outputs": [], "source": [ "def ee_classifier_ss(data):\n", " y = data.iloc[:,-1] # Get class lables\n", " label = y.name # Get the name of class label\n", " X = data.drop(label, axis = 1) # Get only feaures \n", "\n", " # Standardize the data \n", " X_std = X #StandardScaler().fit_transform(X)\n", "\n", " # Firstly, the dataset is split into a unlabeled and a remaining datasets\n", " # X_unlabled is 80% of the total dataset\n", " X_unlabled, X_rem, y_unlabled, y_rem = train_test_split(X_std, y, train_size=0.8, random_state=42)\n", "\n", " # Then, the remaining data is split into a labeled and a test dataset. \n", " # we have to define valid_size=0.5 (that is 50% of remaining data)\n", " # The labled and test datasets each conaints 10% of the samples from the total data \n", " test_size = 0.5\n", " X_labeled, X_test, y_labeled, y_test = train_test_split(X_rem,y_rem, test_size=0.5, random_state=42, shuffle=True)\n", "\n", " # Create a training and validation data from the labled data\n", " X_train, X_valid, y_train, y_valid = train_test_split(X_labeled,y_labeled, test_size=0.5, random_state=42, shuffle=True)\n", "\n", " # Initialize classifier\n", " rfc=RandomForestClassifier(random_state=42)\n", " param_grid = {'n_estimators':[int(x) for x in np.linspace(start=10, stop = 30, num = 5)],\n", " 'max_features': ['sqrt', 'log2', None],\n", " 'max_depth':[2,4,10],\n", " 'min_samples_split': [2,5],\n", " 'min_samples_leaf':[1,2],\n", " 'bootstrap':[True, False]}\n", "\n", " CV_rfc = GridSearchCV(estimator=rfc, param_grid=param_grid, scoring='accuracy', cv= 5, refit=True)\n", " CV_rfc.fit(X_train, y_train)\n", "\n", " preds = CV_rfc.predict(X_unlabled)\n", "\n", " # Merge dataset containing the labels\n", " y_pseudo = np.append(preds, y_train)\n", "\n", " # Merge dataset containing samples \n", " pseudo_data = np.append(X_unlabled, X_train, axis=0)\n", "\n", " rf = RandomForestClassifier(random_state=3)\n", "\n", " CV_rf = GridSearchCV(estimator=rf, param_grid=param_grid, scoring='accuracy', cv= 5, refit=True)\n", " CV_rf.fit(pseudo_data, y_pseudo)\n", "\n", " # Source code: https://datascience.stackexchange.com/questions/21877/how-to-use-the-output-of-gridsearch. Accessed 13.02.23\n", " optimised_random_forest = CV_rf.best_estimator_ \n", " features = list(data.columns)\n", " feature_names = features[:-1]\n", " trees = ml.rf_to_strings(optimised_random_forest, feature_names)\n", "\n", " # create a ee classifier to use with ee objects from the trees\n", " ee_classifier = ml.strings_to_classifier(trees)\n", " classified = objectPropertiesImage.select(feature_names).classify(ee_classifier)\n", " return classified, trees" ] }, { "cell_type": "code", "source": [ "# Storing trees as string in a local csv-file\n", "classify1ss = ee_classifier_ss(train1)\n", "ml.trees_to_csv(classify1ss[1], '/content/classified1ss.csv')\n", "\n", "classify2ss = ee_classifier_ss(train2)\n", "ml.trees_to_csv(classify1ss[1], '/content/classified2ss.csv')\n", "\n", "classify4ss = ee_classifier_ss(train4)\n", "ml.trees_to_csv(classify1ss[1], '/content/classified4ss.csv')" ], "metadata": { "id": "gBuVg0m-CIVD" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "classify3ss = ee_classifier_ss(train3)\n", "ml.trees_to_csv(classify3ss[1], '/content/classified3ss.csv')\n", "\n", "classify5ss = ee_classifier_ss(train5)\n", "ml.trees_to_csv(classify5ss[1], '/content/classified5ss.csv')" ], "metadata": { "id": "6NRlK81nh2mQ" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# retrieving tree\n", "trees1ss = ml.csv_to_classifier('/content/classified1ss.csv') \n", "trees2ss = ml.csv_to_classifier('/content/classified2ss.csv') \n", "trees4ss = ml.csv_to_classifier('/content/classified4ss.csv') \n", "\n", "# Create a ee classifier to use with ee objects from the trees\n", "features1 = list(train1.columns)\n", "feature_names1 = features1[:-1]\n", "Image1ss = s2_deglint_masked.select(feature_names1).classify(trees1)\n", "\n", "# Create a ee classifier to use with ee objects from the trees\n", "features2 = list(train2.columns)\n", "feature_names2 = features2[:-1]\n", "Image2ss = s2_deglint_masked.select(feature_names2).classify(trees2)\n", "\n", "# Create a ee classifier to use with ee objects from the trees\n", "features4 = list(train4.columns)\n", "feature_names4 = features4[:-1]\n", "Image4ss = s2_deglint_masked.select(feature_names4).classify(trees4)\n", "\n", "\n", "remap1ssl = Image1ss.remap([1,2,3],[0,1,2])\n", "remap2ssl = Image2ss.remap([1,2,3],[0,1,2])\n", "remap4ssl = Image4ss.remap([1,2,3],[0,1,2])" ], "metadata": { "id": "US6HW6BYr-do" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "3N4qUjp5QqoB" }, "outputs": [], "source": [ "Image1ss = classify1ss[0]\n", "Image2ss = classify2ss[0]\n", "Image4ss = classify4ss[0]\n", "\n", "remap1ssl= Image1ss.remap([1,2,3],[0,1,2])\n", "remap2ssl= Image2ss.remap([1,2,3],[0,1,2])\n", "remap4ssl= Image4ss.remap([1,2,3],[0,1,2])" ] }, { "cell_type": "code", "source": [ "trees3ss = ml.csv_to_classifier('/content/classified3ss.csv') \n", "trees5ss = ml.csv_to_classifier('/content/classified5ss.csv') \n", "\n", "# Create a ee classifier to use with ee objects from the trees\n", "features3 = list(train3.columns)\n", "feature_names3 = features3[:-1]\n", "Image3ss = objectPropertiesImage.select(feature_names3).classify(trees3)\n", "\n", "# Create a ee classifier to use with ee objects from the trees\n", "features5 = list(train5.columns)\n", "feature_names5 = features5[:-1]\n", "Image5ss = objectPropertiesImage.select(feature_names5).classify(trees5)\n", "\n", "remap3ssl = Image3ss.remap([1,2,3],[0,1,2])\n", "remap5ssl = Image5ss.remap([1,2,3],[0,1,2])" ], "metadata": { "id": "7PHDVAKtvzyk" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "Image3ss = classify3ss[0]\n", "remap3ss= Image3ss.remap([1,2,3],[0,1,2])\n", "\n", "Image5ss = classify5ss[0]\n", "remap5ss= Image5ss.remap([1,2,3],[0,1,2])" ], "metadata": { "id": "U_wDwLoZkUb2" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", 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"9ed79bce43f042edabade3783b6b228f", "025e028227814a148630d764439c3599", "68cd8d02fc9d42e2bf7fef8309c4a4f3", "c2e90d193414492fb7414ba707c557ef", "844cf85667834f8d9abb6e1e5056840a", "fb06c278f7114a15930586b910d86dd0", "d1f21240cac240be87c36901dc85e686", "fb102837776948868090250be8de5cf9", "fed134c914ab4c9ab0204778c5d74527", "bd34205121964f03a7f79a9e4ef4b98b", "04cb122b90864cfeba21f2d5095d809c", "37fb454cdb9748998e0b91a252eedcbd", "4eaf03d0456d45f3a3982afa6b41e04b", "04a09675042346d6b72dc0583508e89a", "aa4809f4efd0433faa130e36c666bea8", "72c167f12f4d4b72b2b0625a9d82ddaa", "c5145fd77d0b42fdb827f0a29c4e7029", "bdeb0cd9af774967b824522c246c6962", "1a855e9583794ff7b139e97a459a69d4", "0140f5495ed242f8a20fcc73fa9261d9", "d6f81366f1bf424bbe446422bb8157b2", "4cb67187d18240719c5932a9f05ee308", "bc5130c7665f4dca9ea95acbd60df74b", "662e2ba5dc4441a3be2696cce1f5685f", "7ff4468d517b4fe2bad879c2b32e9972", "fb06451c95d4480dbdeac0245aece844", "1bdcc00dc62f4812aa214a3c8a38d5d6", "7d801171dfb24343a455075748d5937e", "ddf523d371f34463abc7ee6a4e4b6010", "4e788334a1444f09a38563db19eb3c33", "04d21797025c4f01999fbe2bf872d5dc", "8f926b5fd2024916b1dae786d4ce2840", "efa6239197d0472aa74b34298287c8fe", "56ef058f66044896a44ad36408e3db36", "d86afbadf6e74dd992a2dc5c1b87b9e7", "0372c9c5410f4a8c8fb9246ce6104c6e", "ba9147c0290e4d26a78511d9938f3f5b", "0192f6a1088141e2ab7f385fbd07aa9f", "a9a3009ef0144950bcc1ede7cb08321d", "4e008af4f75b44f983f2cfd0f44cc176", "b3ff6389577f479d82a40dae5e75465e", "0562645a42b14eb3982ad34b40467526", "c1ba68ad8c6a412b85457e47127b6b95", "e554820f34184bdb8faa96e7fbf00c96", "8ba74e9b9f8a40fda4ac6cf59eab50cc", "c5e0771cb84342f5a5d826e298b4a418", "4f684fa25d564e199b628be60d3fc6b0", "bcc45e861240478da90b63dcd9c3eb23", "58e5847306a04abe899e53d6724e6e52", "30db98c6e41347caa04c06342c38515a", "1688ab08bddc467998ddf2372eb7576b", "67d2576dbb7e41338531674773555810", "adea3ecfed434f18924ba11b73931a96", "d2cfdc08f1644700ab7a9ad9693cf840", "fbee285dd68e4a4795d76162702e3ce6", "2693d8109e564e5bb08ebb69f4e62b3b", "11eccf9fd8e1438e81baa1f4c70dc90a", "0dd7fcd5542f4842b3c5cb516d2a4aef", "bb2ef2f440634f1c9dd59add3c339835", "a02297cfff0b429f8f9db48a01e976db", "bcff8c76aad846b4948ca06d0dc39e5e", "f6a3b364b8444142918159eb56def744", "db6294063c2b41fdb86939e5762a1cbb", "976cfd2efd6348a9a95ee4650078c4af", "089d992677b14baca3a9b0396264837f", "854b7e00587b4a52923c03bc1580c155", "a3f3e8a705e54ac8a0d938682f5385f6", "8a435f73a1e34418bf9a542c416374cf", "f7b2af0cc5a749609d0e230a9798e2f4", "b76d9ff7b9ee4e02b0bf376592303851", "d4c3cae6a8694bb6b3dc71ad66df5e8a", "112860464dd643a0880a56858cd11f5a", "6a423096e93c494e90bf0eba5b836ddf", "8880bfddb4154f6caa20e14fec98ea4e", "5240cc08c06345f5992247c12513f122", "66b377af363e4a95a35628e986bb9db6", "5524599afec54b50a84cb3b46c603927", "c09d9e4baec9425092ba2afca93582c6", "b2dd2597e80b4e1aaa8d33aa235db1b8", "5579eae2fb63479f800eae865bc81171", "0c3937959233430c9eaf71815cbd1845", "adb28b06e55d43a0b402d2d9614cee41", "719456a424ca4f90aeb7f2e3a5dc7542", "91e616eb48714ff09cc4dd70d9efc1fd", "af6da5ebf7784752a57616f83a24cdf7", "113daf39fb624e25aa867d11b0570a78", "f52ae3974f50426bad0789fd73a04127", "64a9cd289ec74b1aa837232fb57c1110", "2159770ec6604ba1b63b4061034688e1", "cd596b3739ff4eb98b1b82e488e1c482", "d3d737eddd2a49ee9abdfd97d562d8a1", "2e711667b11341dcbbaef9947abc024c", "02ace30ccaf34ccb8ada4cfcf96f7bbe", "a5443092d5934b7e896b2b985221e7e9", "0d58fdffd3d84bceb857e8da5eb12282", "fc7c37f9dea44376a7a0add79cd49c38", "44ec775d03ef4fd499abed34c2778997", "c956030f57cc47818b75248d4f63ad97", "91f4dfef410a407b95c8c9fceee74a9f", "88550b8e5bb1460d96c0e8588257ee7c", "b271f61dba0f4171a8e7c955483491b0", "7e379a058415411a938c2a2fd3086e86", "4a568852ec284d3b859ab93ca15b8b6d", "be51afda4c3747bdb8e17c4e39f019a4", "a94bf292956f47d0b7e1b9744723bb7d", "c34f7c0a521a4a329c3bd88e5810c26f", "87e48f9d202240c3850df9e96bf42918", "0a080a0b0e224ffdae0c88ac7b2ca909", "22e4dc991b3e463a9c0c7e1aea45fd32", "3f3843343d6e46be80a377d6fbcb629a", "044e2f0ceced463283fd01a9f972eea2" ] }, "id": "8Z3enxWjQ_Kt", "outputId": "1283374a-8f89-4bf9-fc04-0b5a83f50214" }, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(center=[43.544235, -69.740859], controls=(WidgetControl(options=['position', 'transparent_bg'], widget=HBo…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "a861d1890d75434199452e5679c4047e" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ], "source": [ "Map = geemap.Map()\n", "Map.set_center(-69.740859, 43.544235, zoom=10)\n", "vis_params = {\"bands\": [ 'B2', 'B3', 'B4'], \"min\": 0, \"max\": 1500, \"gamma\": 2.5}\n", "#Map.addLayer(s2_composite_min, vis_params, 'Sent-2 min')\n", "Map.addLayer(S2_deglint, vis_params_deglint, 'Deglinted image')\n", "\n", "Map.addLayer(\n", " remap1ssl,\n", " {\"min\": 0, \"max\": 2, \"palette\":['deepskyblue', 'chocolate', 'forestgreen']},\n", " 'Dataset 1 SC')\n", "\n", "Map.addLayer(\n", " remap2ssl,\n", " {\"min\": 0, \"max\": 2, \"palette\": ['deepskyblue', 'chocolate', 'forestgreen']},\n", " 'Dataset 2 SC')\n", "\n", "Map.addLayer(\n", " remap4ssl,\n", " {\"min\": 0, \"max\": 2, \"palette\": ['deepskyblue', 'chocolate', 'forestgreen']},\n", " 'Dataset 4 SC')\n", "\n", "# Source code: https://github.com/giswqs/earthengine-py-examples/blob/master/Visualization/rendering_categorical_maps.py. Accessed: 15.03.23\n", "\n", "vis_params_sw = {'color':'#7b3e00'}\n", "vis_params_sg = {'color':'1c5f2c'} \n", "vis_params_water = {'color':'#0d98ba'} \n", "\n", "#Map.addLayer(seagrass_shp, vis_params_sg, 'seagrass from 2021')\n", "#Map.addLayer(seagrass_shp, vis_params_sg, 'seagrass from 2018')\n", "#Map.addLayer(seagrass_shp22, vis_params_sg, 'seagrass from 2022')\n", "#Map.addLayer(seaweed_shp, vis_params_sw, 'seaweed')\n", "#Map.addLayer(water_shp, vis_params_water, 'water')\n", "#Map.addLayer(water_test_shp, vis_params_water, 'water')\n", "#Map.addLayer(roi_train, {}, 'ROI')')\n", "\n", "# display results\n", "#vis_params_sw = {'color':'#7b3e00'}\n", "#vis_params_sg = {'color':'1c5f2c'} \n", "#vis_params_water = {'color':'#0d98ba'} \n", "Map.addLayer(S2_masked, {'palette': ['black']} , 'S2 Land Mask')\n", "Map" ] }, { "cell_type": "code", "source": [ "Map = geemap.Map()\n", "Map.set_center(-69.740859, 43.544235, zoom=10)\n", "#vis_params = {\"bands\": [ 'B2', 'B3', 'B4'], \"min\": 0, \"max\": 1500, \"gamma\": 2.5}\n", "Map.addLayer(s2_composite_min, vis_params, 'Sent-2 min')\n", "Map.addLayer(S2_deglint, vis_params_deglint, 'Deglinted image')\n", "\n", "Map.addLayer(\n", " remap3ssl,\n", " {\"min\": 0, \"max\": 2, \"palette\":['deepskyblue', 'chocolate', 'forestgreen']},\n", " 'Dataset 3 Casco Bay')\n", "\n", "Map.addLayer(\n", " remap5ssl,\n", " {\"min\": 0, \"max\": 2, \"palette\": ['deepskyblue', 'chocolate', 'forestgreen']},\n", " 'Dataset 5 Casco Bay')\n", "\n", "# Source code: https://github.com/giswqs/earthengine-py-examples/blob/master/Visualization/rendering_categorical_maps.py. Accessed: 15.03.23\n", "\n", "vis_params_sw = {'color':'#7b3e00'}\n", "vis_params_sg = {'color':'1c5f2c'} \n", "vis_params_water = {'color':'#0d98ba'} \n", "\n", "#Map.addLayer(seagrass_shp, vis_params_sg, 'seagrass from 2021')\n", "#Map.addLayer(seagrass_shp, vis_params_sg, 'seagrass from 2018')\n", "#Map.addLayer(seagrass_shp22, vis_params_sg, 'seagrass from 2022')\n", "#Map.addLayer(seaweed_shp, vis_params_sw, 'seaweed')\n", "#Map.addLayer(water_shp, vis_params_water, 'water')\n", "#Map.addLayer(water_test_shp, vis_params_water, 'water')\n", "#Map.addLayer(roi_train, {}, 'ROI')')\n", "\n", "# display results\n", "#vis_params_sw = {'color':'#7b3e00'}\n", "#vis_params_sg = {'color':'1c5f2c'} \n", "#vis_params_water = {'color':'#0d98ba'} \n", "Map.addLayer(S2_masked, {'palette': ['black']} , 'S2 Land Mask')\n", "Map" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 621, "referenced_widgets": [ "a64ebe951a5a4ace9989d5d5b265f2db", "015f57bc91f046c6acb3da14da1a4fce", "ad44e22721fc49f1bfc2bb210757c29f", "00c126bef63f4325a7ecf72df1c2ba85", "0fa1356740544538817ca5addef15b64", "bfc2f8bb189c4b1980dc02adffe798a0", "65c88c4e87de4dd884a2ea53dea15208", "acb7f27be71742159b818a9dc9308edc", "3335f928214d49e6981fd03e5aba881b", "cbc7937430464c2ea266587d82f9732e", "7f564a758fd0493f9e55baebd211f482", "634309877afd48929df144d6319a936e", "2cdf48b5ca5d482dba952cfb14e747c7", "4446c847a7784d599dbd398b285851e8", "00d27ed2b2844fbeaea096f32feb106f", "7aa4534788834006b46e367d5320f4a8", "3bf8790bbf674d8ab677005d3ef3fde3", "784767eae7d1449c9283bdd54daf0d4e", "3d0dd5adb3234fd2ab4a6386c9f176cf", "88647845568c46168f0bbca80ef27077", "d0d84de626a443e5836bd528bd81b4cf", "e36a505dfa434fe5a43bdf3299bf8a2e", "52df5fe03d2c4a21b742be83b55837bc", "95135a9debb74f98b2a5c23f1d2d56d3", "f0c21fd0cdf24fe190858fd585455b6c", "6ca74f0bd812430bbdf0a880dc520cbe", "f5f586ff2374484194eea1300d9ef42a", "ac534ab4d3514f20a3dded88e2f21c7f", "edf52a27dcb04bfcb0d9d668258b16cc" ] }, "id": "IG51QDHbj5N7", "outputId": "e9684594-cb76-48c2-c5e8-1ca00f2afd7b" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Map(center=[43.544235, -69.740859], controls=(WidgetControl(options=['position', 'transparent_bg'], widget=HBo…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "a64ebe951a5a4ace9989d5d5b265f2db" } }, "metadata": { "application/vnd.jupyter.widget-view+json": { "colab": { "custom_widget_manager": { "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/b3e629b1971e1542/manager.min.js" } } } } } ] }, { "cell_type": "markdown", "metadata": { "id": "icl28jeYNwGG" }, "source": [ "# Semisupervised with Random Forest" ] }, { "cell_type": "code", "source": [ "# Create a flow diagram - CLEARLY explain this process!!\n", "def semiSupervised(data): \n", "\n", " if str(type(data.iloc[:,-1][0])) == str:\n", " # Convert integers into meaningfull labels\n", " data.iloc[:,-1].replace(['water','seaweed','seagrass'], [1,2,3], inplace=True)\n", "\n", " y = data.iloc[:,-1] # Get class lables\n", " label = y.name # Get the name of class label\n", " X = data.drop(label, axis = 1) # Get only feaures \n", " X_std =X # StandardScaler().fit_transform(X)\n", "\n", " # Firstly, the dataset is split into a unlabeled and a remaining datasets\n", " # X_unlabled is 80% of the total dataset\n", " X_unlabled, X_rem, y_unlabled, y_rem = train_test_split(X_std, y, train_size=0.8, random_state=42)\n", "\n", " # Then, the remaining data is split into a labeled and a test dataset. \n", " # we have to define valid_size=0.5 (that is 50% of remaining data)\n", " # The labled and test datasets each conaints 10% of the samples from the total data \n", "\n", " test_size = 0.5\n", " X_labeled, X_test, y_labeled, y_test = train_test_split(X_rem,y_rem, test_size=0.5, random_state=42, shuffle=True)\n", "\n", " # Create a training and validation data from the labled data\n", " X_train, X_valid, y_train, y_valid = train_test_split(X_labeled,y_labeled, test_size=0.5, random_state=42, shuffle=True)\n", "\n", " # Initialize classifier\n", " rfc=RandomForestClassifier(random_state=42)\n", " param_grid = {'n_estimators':[int(x) for x in np.linspace(start=10, stop = 30, num = 5)],\n", " 'max_features': ['sqrt', 'log2', None],\n", " 'max_depth':[2,4,10],\n", " 'min_samples_split': [2,5],\n", " 'min_samples_leaf':[1,2],\n", " 'bootstrap':[True, False]}\n", "\n", " CV_rfc = GridSearchCV(estimator=rfc, param_grid=param_grid, scoring='accuracy', cv= 5, refit=True)\n", " CV_rfc.fit(X_train, y_train)\n", "\n", " preds = CV_rfc.predict(X_unlabled)\n", "\n", " # Merge dataset containing the labels\n", " y_pseudo = np.append(preds, y_train)\n", "\n", " # Merge dataset containing samples \n", " pseudo_data = np.append(X_unlabled, X_train, axis=0)\n", "\n", " rf = RandomForestClassifier(random_state=3)\n", "\n", " CV_rf = GridSearchCV(estimator=rf, param_grid=param_grid, scoring='accuracy', cv= 10, refit=True)\n", " CV_rf.fit(pseudo_data, y_pseudo)\n", "\n", " explainer = shap.Explainer(CV_rf.predict, X_test)\n", " # Calculates the SHAP values - It takes some time\n", " shap_values = explainer(X_test) # use --> if warning appears .values\n", "\n", " preds_pseudo = CV_rf.predict(X_test)\n", " mean_test_score_3f = CV_rf.cv_results_['mean_test_score']\n", " '''\n", " Returns the overall accuracy of the classifier, the number of features, and an array containing all the predicted values\n", " ''' \n", " return accuracy_score(y_test, preds_pseudo), len(X.columns), preds_pseudo, y_test, mean_test_score_3f, shap_values\n" ], "metadata": { "id": "GuEuwimgQG8O" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Running results \n", "print('----------- SSL classification of validation data -----------')\n", "training = [train1, train2, train3, train4, train5]\n", "datanr = [1,2,3,4,5]\n", "\n", "for train, nr in zip(training,datanr):\n", " start = time.time()\n", " results = semiSupervised(train)\n", " print(f'OA = {results[0]*100:,.2f}% for dataset {nr}, execution time = {(time.time() - start)/60:,.2f} minutes')\n", " print('-----------------------------------------------------------------')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "wZgJzjpuJffv", "outputId": "339d352d-9b27-4747-eef4-9ee729a81940" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "----------- SSL classification of validation data -----------\n", "OA = 48.65% for dataset 1, execution time = 4.28 minutes\n", "-----------------------------------------------------------------\n", "OA = 81.08% for dataset 2, execution time = 4.09 minutes\n", "-----------------------------------------------------------------\n" ] }, { "output_type": "stream", "name": "stderr", "text": [ "Permutation explainer: 75it [00:16, 1.77it/s]\n" ] }, { "output_type": "stream", "name": "stdout", "text": [ "OA = 68.92% for dataset 3, execution time = 5.17 minutes\n", "-----------------------------------------------------------------\n", "OA = 82.43% for dataset 4, execution time = 3.68 minutes\n", "-----------------------------------------------------------------\n", "OA = 68.92% for dataset 5, execution time = 4.15 minutes\n", "-----------------------------------------------------------------\n" ] } ] }, { "cell_type": "code", "source": [ "# Storing results for the individual datasets, for later use \n", "results1ss = semiSupervised(train1)\n", "results2ss = semiSupervised(train2)\n", "results3ss = semiSupervised(train3)\n", "results4ss = semiSupervised(train4)\n", "results5ss = semiSupervised(train5)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Zzz1goNMJpr-", "outputId": "a075fa8b-cb07-4bd2-f317-d3adeafe247c" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "Permutation explainer: 75it [00:17, 1.96it/s]\n" ] } ] }, { "cell_type": "code", "source": [ "plt.figure(figsize=(8,8))\n", "plt.subplot(3,1,1)\n", "shap.plots.bar(results1ss[5])\n", "plt.subplot(3,1,2)\n", "shap.plots.bar(results2ss[5])\n", "plt.subplot(3,1,3)\n", "shap.plots.bar(results3ss[5])\n", "plt.tight_layout()\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 508 }, "id": "hOglKGjvJDyD", "outputId": "ad807562-e651-4c4d-811d-2fa7722da995" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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\n" 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\n" 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\n" }, "metadata": {} }, { "output_type": "display_data", "data": { "text/plain": [ "
" ] }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "# Classification report all datasets wit SML: Casco Bay\n", "results = [results1ss, results2ss, results3ss, results4ss, results5ss]\n", "data_nr = [1,2,3,4,5]\n", "for r, nr in zip(results, data_nr):\n", " names=['water', 'seaweed', 'seagrass']\n", " \n", " print(f' SSL, Dataset {nr}, Casco Bay: precision and recall \\n' )\n", " print(classification_report(r[3],r[2], target_names=names))\n", " print('-----------------------------------------------------------------')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "nTNeizfBJu3v", "outputId": "0c15f61a-395b-4f25-f5de-2916905720fe" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ " SSL, Dataset 1, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.65 0.77 0.70 26\n", " seaweed 0.35 0.19 0.25 31\n", " seagrass 0.38 0.59 0.47 17\n", "\n", " accuracy 0.49 74\n", " macro avg 0.46 0.52 0.47 74\n", "weighted avg 0.46 0.49 0.46 74\n", "\n", "-----------------------------------------------------------------\n", " SSL, Dataset 2, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 1.00 0.92 0.96 26\n", " seaweed 0.76 0.81 0.78 31\n", " seagrass 0.65 0.65 0.65 17\n", "\n", " accuracy 0.81 74\n", " macro avg 0.80 0.79 0.80 74\n", "weighted avg 0.82 0.81 0.81 74\n", "\n", "-----------------------------------------------------------------\n", " SSL, Dataset 3, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 1.00 0.90 0.95 30\n", " seaweed 0.46 0.90 0.61 20\n", " seagrass 0.75 0.25 0.38 24\n", "\n", " accuracy 0.69 74\n", " macro avg 0.74 0.68 0.64 74\n", "weighted avg 0.77 0.69 0.67 74\n", "\n", "-----------------------------------------------------------------\n", " SSL, Dataset 4, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 1.00 0.96 0.98 26\n", " seaweed 0.78 0.81 0.79 31\n", " seagrass 0.65 0.65 0.65 17\n", "\n", " accuracy 0.82 74\n", " macro avg 0.81 0.81 0.81 74\n", "weighted avg 0.83 0.82 0.83 74\n", "\n", "-----------------------------------------------------------------\n", " SSL, Dataset 5, Casco Bay: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 1.00 0.93 0.97 30\n", " seaweed 0.46 0.95 0.62 20\n", " seagrass 0.80 0.17 0.28 24\n", "\n", " accuracy 0.69 74\n", " macro avg 0.75 0.68 0.62 74\n", "weighted avg 0.79 0.69 0.65 74\n", "\n", "-----------------------------------------------------------------\n" ] } ] }, { "cell_type": "code", "source": [ "# Tau values for the South Coast of Cape Elizabeth\n", "tau_list = [tau(results1ss[0]), tau(results2ss[0]), tau(results3ss[0]), tau(results4ss[0]), tau(results5ss[0])]\n", "\n", "# Variance\n", "var3ss = variance(train1, results1ss[0])\n", "var6ss = variance(train2, results2ss[0])\n", "var11ss = variance(train3, results3ss[0])\n", "varPBbestss= variance(train4, results4ss[0])\n", "varOBIAbestss = variance(train5, results5[0])\n", "var_list = [var3ss, var6ss, var11ss, varPBbestss, varOBIAbestss]\n", "\n", "# Dataset numbers\n", "feat_list = [1,2,3,4,5]\n", "print('Casco Bay: SSL')\n", "print(' --------------------------')\n", "print('|Dataset | Tau | Variance |')\n", "print(' --------------------------')\n", "for i, t, var in zip(feat_list, tau_list, var_list):\n", " print(f'| {i} |{t:.3f} | {var:.3f} |')\n", "print(' --------------------------')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "_iQ_yO1P-NRV", "outputId": "2f42e961-aaa1-430c-cdcd-895aeaf4133c" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Casco Bay: SSL\n", " --------------------------\n", "|Dataset | Tau | Variance |\n", " --------------------------\n", "| 1 |0.230 | 0.001 |\n", "| 2 |0.716 | 0.000 |\n", "| 3 |0.534 | 0.001 |\n", "| 4 |0.736 | 0.000 |\n", "| 5 |0.534 | 0.000 |\n", " --------------------------\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "RyTnpW8TGOVw" }, "source": [ "# SSL: Error matrix training data" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "DdnePma2GNwA" }, "outputs": [], "source": [ "cm1ss = confusion_matrix(results1ss[3],results1ss[2])\n", "cm2ss = confusion_matrix(results2ss[3],results2ss[2])\n", "cm3ss = confusion_matrix(results3ss[3],results3ss[2])\n", "cm4ss = confusion_matrix(results4ss[3],results4ss[2])\n", "cm5ss = confusion_matrix(results5ss[3],results5ss[2])\n", "\n", "cm1sst = confusion_matrix(results1sst[3],results1sst[2])\n", "cm2sst = confusion_matrix(results2sst[3],results2sst[2])\n", "cm3sst = confusion_matrix(results3sst[3],results3sst[2])\n", "cm4sst = confusion_matrix(results4sst[3],results4sst[2])\n", "cm5sst = confusion_matrix(results5sst[3],results5sst[2])" ] }, { "cell_type": "markdown", "metadata": { "id": "9wQwNGHEFzkS" }, "source": [ "# SSL: Test data" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "hefuq4EVVM2V" }, "outputs": [], "source": [ "# Create a flow diagram - CLEARLY explain this process!!\n", "def semiSupervised_test(data, data_test):\n", "\n", " if str(type(data.iloc[:,-1][0])) == str:\n", " # Convert integers into meaningfull labels\n", " data.iloc[:,-1].replace(['water','seaweed','seagrass'], [1,2,3], inplace=True)\n", "\n", " y = data.iloc[:,-1] # Get class lables\n", " label = y.name # Get the name of class label\n", " X = data.drop(label, axis = 1) # Get only feaures \n", " #y=y.astype('int') # y was firstly of type 'object', needs to be an integer for sklearn to recognize it.\n", " X_std = StandardScaler().fit_transform(X)\n", "\n", " # Firstly, the dataset is split into a unlabeled and a remaining datasets\n", " # X_unlabled is 80% of the total dataset\n", " X_unlabled, X_rem, y_unlabled, y_rem = train_test_split(X_std, y, train_size=0.8, random_state=42)\n", "\n", " # Then, the remaining data is split into a labeled and a test dataset. \n", " # we have to define valid_size=0.5 (that is 50% of remaining data)\n", " # The labled and test datasets each conaints 10% of the samples from the total data \n", "\n", " test_size = 0.5\n", " X_labeled, X_test, y_labeled, y_test = train_test_split(X_rem, y_rem, test_size=0.5, random_state=42, shuffle=True)\n", "\n", " # Create a training and validation data from the labled data\n", " X_train, X_valid, y_train, y_valid = train_test_split(X_labeled, y_labeled, test_size=0.5, random_state=42, shuffle=True)\n", "\n", "\n", " # Initialize classifier\n", " rfc=RandomForestClassifier(random_state=42)\n", " param_grid = {'n_estimators':[int(x) for x in np.linspace(start=10, stop = 30, num = 5)],\n", " 'max_features': ['sqrt', 'log2', None],\n", " 'max_depth':[2,4,10],\n", " 'min_samples_split': [2,5],\n", " 'min_samples_leaf':[1,2],\n", " 'bootstrap':[True, False]}\n", "\n", "# USe cv = 10 to train on as \"much\" training samples as possible from the data we have\n", " CV_rfc = GridSearchCV(estimator=rfc, param_grid=param_grid, scoring='accuracy', cv= 10, refit=True)\n", " CV_rfc.fit(X_train, y_train)\n", "\n", " preds = CV_rfc.predict(X_unlabled)\n", "\n", " # Merge dataset containing the labels\n", " # Merge dataset containing the labels\n", " y_pseudo = np.append(preds, y_train)\n", "\n", " # Merge dataset containing samples \n", " pseudo_data = np.append(X_unlabled, X_train, axis=0)\n", "\n", " rf = RandomForestClassifier(random_state=3)\n", "\n", "# As cv=integer (5) and y is a multiclass, stratified k-fold is used. This means that the preserves the percentage of samples of each class in each split.\n", "# See documentation: https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.GridSearchCV.html. Accesssed. 21.03.23\n", "# Source: https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.StratifiedKFold.html#sklearn.model_selection.StratifiedKFold. Accesssed. 21.03.23\n", "# Use cv = 5 to train pseudo data on, set to 5 to have bigger test-data sets to test on.\n", " CV_rf = GridSearchCV(estimator=rf, param_grid=param_grid, scoring='accuracy', cv= 5, refit=True)\n", " CV_rf.fit(pseudo_data, y_pseudo)\n", "\n", " y_test2= data_test.iloc[:,-1] # Get class lables\n", " label = y_test2.name # Get the name of class label\n", " X_test2 = data_test.drop(label, axis = 1) # Get only feaures \n", " X_std_test = StandardScaler().fit_transform(X_test2)\n", "\n", " preds_pseudo = CV_rf.predict(X_std_test)\n", " cm = confusion_matrix(preds_pseudo, y_test2)\n", " mean_test_score_3f = CV_rfc.cv_results_['mean_test_score']\n", " return accuracy_score(y_test2, preds_pseudo), len(X.columns), preds_pseudo, y_test2, mean_test_score_3f\n", " '''\n", " Returns the overall accuracy of the classifier, the number of features, and an array containing all the predicted values\n", " '''\n" ] }, { "cell_type": "code", "source": [ "# Running results of dataset of same size:\n", "print('----------- SSL classification of validation data -----------')\n", "training = [train1, train2, train3, train4, train5]\n", "testing = [test1, test2, test3, test4, test5]\n", "datanr = [1,2,3,4,5]\n", "\n", "for train, test, nr in zip(training, testing, datanr):\n", " start = time.time()\n", " resultst = semiSupervised_test(train, test)\n", " print(f'OA = {resultst[0]*100:,.2f}% for dataset {nr}, execution time = {(time.time() - start)/60:,.2f} minutes')\n", " print('-----------------------------------------------------------------')\n", "\n", "\n", "# Storing results for the individual datasets, for later use \n", "results1sst = semiSupervised_test(train1, test1)\n", "results2sst = semiSupervised_test(train2, test2)\n", "results3sst = semiSupervised_test(train3, test3)\n", "results4sst = semiSupervised_test(train4, test4)\n", "results5sst = semiSupervised_test(train5, test5)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "WsF9r9ilRYlk", "outputId": "37551df8-bda4-46ed-a8ff-76ee2be2d92c" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "----------- SSL classification of validation data -----------\n", "OA = 58.70% for dataset 1, execution time = 3.77 minutes\n", "-----------------------------------------------------------------\n", "OA = 76.09% for dataset 2, execution time = 3.64 minutes\n", "-----------------------------------------------------------------\n", "OA = 67.62% for dataset 3, execution time = 4.09 minutes\n", "-----------------------------------------------------------------\n", "OA = 73.55% for dataset 4, execution time = 4.00 minutes\n", "-----------------------------------------------------------------\n", "OA = 71.11% for dataset 5, execution time = 3.79 minutes\n", "-----------------------------------------------------------------\n" ] } ] }, { "cell_type": "code", "source": [ "# Storing results for the individual datasets, for later use \n", "results1sst = semiSupervised_test(train1, test1)\n", "results2sst = semiSupervised_test(train2, test2)\n", "results3sst = semiSupervised_test(train3, test3)\n", "results4sst = semiSupervised_test(train4, test4)\n", "results5sst = semiSupervised_test(train5, test5)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "OvVIgodwIJRe", "outputId": "3f44a3f6-b280-4f06-978c-6965329b4823" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "The least populated class in y has only 7 members, which is less than n_splits=10.\n", "The least populated class in y has only 7 members, which is less than n_splits=10.\n", "The least populated class in y has only 7 members, which is less than n_splits=10.\n" ] } ] }, { "cell_type": "code", "source": [ "# Classification report all datasets wit SML: Casco Bay\n", "results = [results1sst, results2sst, results3sst, results4sst, results5sst]\n", "data_nr = [1,2,3,4,5]\n", "for r, nr in zip(results, data_nr):\n", " names=['water', 'seaweed', 'seagrass']\n", " \n", " print(f' SSL, Dataset {nr}, South Coast: precision and recall \\n' )\n", " print(classification_report(r[3],r[2], target_names=names))\n", " print('-----------------------------------------------------------------')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "G_hzMuaWV8yi", "outputId": "baa94004-05de-4139-ddf3-6ab06347d653" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ " SSL, Dataset 1, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.74 0.91 0.82 92\n", " seaweed 0.46 0.51 0.48 92\n", " seagrass 0.51 0.34 0.41 92\n", "\n", " accuracy 0.59 276\n", " macro avg 0.57 0.59 0.57 276\n", "weighted avg 0.57 0.59 0.57 276\n", "\n", "-----------------------------------------------------------------\n", " SSL, Dataset 2, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 1.00 1.00 1.00 92\n", " seaweed 0.64 0.64 0.64 92\n", " seagrass 0.64 0.64 0.64 92\n", "\n", " accuracy 0.76 276\n", " macro avg 0.76 0.76 0.76 276\n", "weighted avg 0.76 0.76 0.76 276\n", "\n", "-----------------------------------------------------------------\n", " SSL, Dataset 3, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.86 0.85 0.85 1404\n", " seaweed 0.54 0.85 0.66 1404\n", " seagrass 0.76 0.33 0.46 1404\n", "\n", " accuracy 0.68 4212\n", " macro avg 0.72 0.68 0.66 4212\n", "weighted avg 0.72 0.68 0.66 4212\n", "\n", "-----------------------------------------------------------------\n", " SSL, Dataset 4, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.97 0.98 0.97 92\n", " seaweed 0.61 0.58 0.59 92\n", " seagrass 0.62 0.65 0.64 92\n", "\n", " accuracy 0.74 276\n", " macro avg 0.73 0.74 0.73 276\n", "weighted avg 0.73 0.74 0.73 276\n", "\n", "-----------------------------------------------------------------\n", " SSL, Dataset 5, South Coast: precision and recall \n", "\n", " precision recall f1-score support\n", "\n", " water 0.99 0.76 0.86 1404\n", " seaweed 0.55 0.81 0.65 1404\n", " seagrass 0.75 0.56 0.64 1404\n", "\n", " accuracy 0.71 4212\n", " macro avg 0.76 0.71 0.72 4212\n", "weighted avg 0.76 0.71 0.72 4212\n", "\n", "-----------------------------------------------------------------\n" ] } ] }, { "cell_type": "code", "source": [ "font_dict = {'fontsize': 20,\n", " 'fontweight':10}\n", "\n", "font = {\n", " 'weight' : 'bold',\n", " 'size' : 12}\n", "\n", "fig2, (ax1, ax2) = plt.subplots(1, 2, sharey=False, figsize =(14, 5), sharex = True)\n", "fig2.suptitle('SSL: Boxplot and Lineplot')\n", "ax1.set_xticklabels(['1', '2', '3', '4','5']) # x-axis labels\n", "ax1.boxplot([results1ss[4], results2ss[4], results3ss[4], results4ss[4], results5ss[4] ])\n", "ax1.set_title('Validation accuracies from CV')\n", "\n", "x = [1, 2, 3, 4, 5]\n", "y = [results1ss[0], results2ss[0], results3ss[0], results4ss[0], results5ss[0]]\n", "y2 = [results1sst[0], results2sst[0], results3sst[0], results4sst[0], results5sst[0]]\n", " \n", "ax2.plot(x, y, label = \"SSL: OA Casco Bay\", )\n", "ax2.plot(x, y2, label = \"SSL: OA South Coast\")\n", "ax2.set_title('Overall Accuracy (OA) for test data')\n", "# Creating plot\n", "plt.xlabel('Dataset')\n", "plt.ylabel('Accuracy')\n", "#values_formatstr\n", "plt.rc('font', **font)\n", "ax1.grid()\n", "ax2.grid()\n", "plt.legend(loc = 'lower right')\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 331 }, "id": "X9XcDgZ2yQNF", "outputId": "7a987737-14f7-4f5c-d760-4f5efdce73a5" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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}, "metadata": {} } ] }, { "cell_type": "markdown", "metadata": { "id": "lmtLo0LZFmlR" }, "source": [ "#SSL: Test Tau" ] }, { "cell_type": "code", "source": [ "# Tau values for the South Coast of Cape Elizabeth\n", "tau_list = [tau(results1sst[0]), tau(results2sst[0]), tau(results3sst[0]), tau(results4sst[0]), tau(results5sst[0])]\n", "\n", "# Variance\n", "var1sst = variance(test1, results1sst[0])\n", "var2sst = variance(test2, results2sst[0])\n", "var3sst = variance(test3, results3sst[0])\n", "var4sst = variance(test4, results4sst[0])\n", "var5sst = variance(test5, results5sst[0])\n", "var_list = [var1sst, var2sst, var3sst, var4sst, var5sst]\n", "\n", "# Dataset numbers\n", "feat_list = [1,2,3,4,5]\n", "print('South Coast of Cape Elizabeth: SSL')\n", "print(' --------------------------')\n", "print('|Dataset | Tau | Variance |')\n", "print(' --------------------------')\n", "for i, t, var in zip(feat_list, tau_list, var_list):\n", " print(f'| {i} |{t:.3f} | {var:.3f} |')\n", "print(' --------------------------')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "VZzc0SREYrAs", "outputId": "7337ae7f-7cd0-4a13-c672-476a5d92d30f" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "South Coast of Cape Elizabeth: SSL\n", " --------------------------\n", "|Dataset | Tau | Variance |\n", " --------------------------\n", "| 1 |0.380 | 0.002 |\n", "| 2 |0.641 | 0.001 |\n", "| 3 |0.514 | 0.000 |\n", "| 4 |0.603 | 0.002 |\n", "| 5 |0.567 | 0.000 |\n", " --------------------------\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "P6m6-jpsFrv4" }, "source": [ "#SSL: Error matrix test data" ] }, { "cell_type": "code", "source": [ "# Confusion matrices for Casco Bay\n", "cm1ss = confusion_matrix(results1ss[3],results1ss[2])\n", "cm2ss = confusion_matrix(results2ss[3],results2ss[2])\n", "cm3ss = confusion_matrix(results3ss[3],results3ss[2])\n", "cm4ss = confusion_matrix(results4ss[3],results4ss[2])\n", "cm5ss = confusion_matrix(results5ss[3],results5ss[2])\n", "\n", "# Confusion matrices for the South Coast\n", "cm1sst = confusion_matrix(results1sst[3],results1sst[2])\n", "cm2sst = confusion_matrix(results2sst[3],results2sst[2])\n", "cm3sst = confusion_matrix(results3sst[3],results3sst[2])\n", "cm4sst = confusion_matrix(results4sst[3],results4sst[2])\n", "cm5sst = confusion_matrix(results5sst[3],results5sst[2])" ], "metadata": { "id": "T9pC1b7rZr_D" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "cm_datsets(cm1sst, cm2sst, cm3sst,cm4sst , cm5sst, 'SSL: South Coast of Cape Elizabeth')" ], "metadata": { "id": "oW0slSBRUOPT", "colab": { "base_uri": "https://localhost:8080/", "height": 243 }, "outputId": "e3206e9b-0815-4e7b-ac96-458fbc597fe1" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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lp6Sq5wtfKWz3cUnS+Jkr9OxjHeXn6yVJcnMtpimfDFaXdg3k5Vnc3Mal6Kt68LlxOnryoqTMwrJte46rR5dm5nM27cpawqZ0KU9tnvuOyviUVEZGhh5+aYL+2nZYUua3KQ7+fU7NG1QvwKsFwJYWrQzX/OXbtW3vCUnS7l8/sG+HipgDR89q/rJt5u2HOjfV1+8Pkslk0t7DZ9T92c+vv3+n6X/f/a7JHw3Od9sff/2r+bGPl4eWTxupytffv/u+MlHb9ma+f3/z8yo9/cjdKnP9/TsjI0Ovj56l5JTM4u7i7m76YtQT6h7SzKL9nQdOqYJfKYt9AVXK6cPXHlGzBtXVoLa/nnjta23O57JkkPYeidCcJWHm7V73NNOUTwbLxWTSgaOn1eHJ/zPn+UdfL9aM/w21Y28B/BPI2cI5cOysQpdn5eyDnZpowntZOdvr+S/MOfvZ90v07YdP57vtT77JytlSXh5aOvVfqlw+M2f7vTpR26//mX07a5UG9e5gztkRg+/Ps83HXh5vfuziYtLAh9ubt+vWqKRvPsi9fxt3HNEfa7Nmee8e0sz8uQyWcsvaqZ8MVgk3k8L2nVaXQWQtcKchawtn39EIzVuaNSbZI6SpJn+UOSa559Bp3ffMWHPWjp70m6aMfibfbX+QbZYzH28PrZ75lnlMsveL47V1T+Zn2gk/rtQzfSzHJL/76Gl1addAJXOMSfZ8/ksdPZVtTHLvcYvPujWqlNXo1x9V86AABdXx12OvTNTGHDPSIG/kLICcyNnC2Z/L2PG3H2R9pn1waNbY8aeTf9d3H+d/7PijHGPHf04fac7ZPq9M1LbrOfv1T6s0ONvYcXY/L96sTdfHfv0rlFbEheg873fs1EUtXrXTvN26cU3N+fIFubu56viZSHUZ+KmSklMlSR9MWKgV09/M93O5k5C1cHTMkOYgQkNDNX78eI0fP15btmyxd3ccSt8HWltsT/xppfnxnsNntDZbVfR9HRqqlJdHvtt+4YnO5sdRMXEa+s40i2I0SboSf03rth4uaLfvSNmL0SQpuFMLma7PdVmpSnnVqJP1be5D+/9WYuK1fLf973ef0qjnHpCXt6d5n5ubq+556C6L8y5HWv5wc+LoafNjbx8vczGaJDVvE2Rx7q4c/S/KshejSdILT4SY/ywaB1a1KMRctn6vYq8m5Kvdg3+f0+5DWTPgPXxvC/lXKC1Jcndz1dA+WdPmJiWnauGKHebtYsVc1LNLM4tiNEkqW9pb9wZb/lnknEHH3bWY+XG1yn4q45M5O57JZFLjulUszr3xzYmiwmQy2fU/wNbmLd2mBX/u0OlztzcT5p1u/jLL9+9n+3Yy/1ttWLeK2rfImjF2xYZ9+X7/PnT8nPYeyXr/7t6lmSpne/9+6pEO5mNJyalavHqneXvd1kM69Pc58/aIwd2sitEkqWn9aqpU3tdiX72alfRU7w5qUq+a3LK9lyN/sg8mSNKL/buY/z40rVdVHbPl+dK/8p/ndxJ75yxZC1sjZwtnQbZiNEka0rezRc4GZ8vZlRv3Kfaq5TLVeTl8/Jz2HYkwb3cPaabK5bNydlBvy5z9PVvO5uXAsbMK2531TfHObeqrWuWyN7kiy/TQvyy2n8p2f1i6WdY2CSRr84OchbMhawvnlxxjks9nG5NsFFjVYhWU5QUck9xzOOszba97mluMST7T527zsaTkVP26Mty8XayYi3p0aWZRjCZljkl2CW5gsa9EcctZ0+rXqqzBj96tpvX5THs7yNnCI2fhbMjZwsk5dvzc45Zjx3dl+0z7Z0HGjv8+p73ZcrbHPc0scnZwjrHjX7MVkt1w4VKs+QvRzYOqq8/9rW56z5xfWu5zfyu5X19tq0aVcmrbtJb52IFjlmPbyELWFo69c/ZOyFoK0hzEggULNGHCBE2YMEFhYWG3vuAO0qpRVgFRenq6RTGMJO06kFVw5O7mqqb1qyo/Snl5qGXDAPP2pvCjql+rsj54pZe++/Ap/d/Ix/RI1xZyLXbrfyb9Hmqjr/87QJM+GKgPhj+sBzo2VrF8XOdsTp/M+mW1TFJF//IWxytXzVpSNT0tXedOX8x32z4+uX+b28vbctnO4h6WAwvx8Vm/QPDIcayEh2Xh0pns/S/ibnwjULpetBVoWbTVpF7Wv5OU1DTtPHha+ZG9XSnzl+F5tZt5/olbthkVE6c/N+4zb3t5llDLbP/uJalT63rmx/uORGjx6p1KvJasvYfPaNGqrAGmhnX8VatquVveEwAc1Y59J8yPTSaTgnIU3TYKtHz/3nMofx/Ed+w9YbHdOLDqTbezn796s2XBdpfgIE1fsF4jPvlZr370o8ZNW1bgKeCRP7fK8+w/96akpmnngfzlOQDcqaxyto6/xfFG2XI3JTVNew/n7311x76Tlu3kyNWc29n7kZcZOYrKBj2Sv6KysxejtSLb56vmQQFW90eWW352JmsBoEC2ZfssaTKZLLJVkhrXy1qJJCU1TbvyOSZ5Y0bvrHZuPiaZ8/zcRMXEaeXG/eZtL8/iapHt9wUoPHIWAGxre46cbXiLseOcv1PPs90cn1FzjhXn/EyZ83xJeueL+YqNS5S7WzGNfaufXG5RaBMVE2ex7ZNtQpLctnN+7kYmshaOjiU771Dx8fEqWbLkrU90ADWzFZdcjo1XSmqaxfELUVcstmtXK5+vGc0a1a0iF5esorG2TWvpoc5NLc4Z0udujRx6v554fbKOncq7eKp/97YW2y8/2UXHz0Rq8L+naueBU7fsi7O4HBljfuzp6SHXHN8a88rxw0NUZLRq1r35cqi3cvTgCYvtgFqWQVvCo7gS4jKL0mJjrio1Nc3cr8uXYizOjb+aoOSkFLnnmJ2rKPr7dKT5cRmfkuZvFdxQPseSasdOXbSoks/LsWztSrJams2q3VyKDq/GX9PLH/6kjIwMXY6NV/j+k0pMylxPvqRncX393pPmGdBu+PDV3jp04rz2Hz2r1LR0PfXWD1btNmtQTVM+Hmzx7xoAiprjZ7LeZ0uX8rR+/y7jbbH99+mLuivbN8zz065k/X5dzs+63Rv2Zfv2mWsxF/V9ZaLVgMEXU5fqlYFd9fozeS87hoIraJ4fPXVRHVvfOs8B4E514hY5W84qZyMtZifNi3XOWrZj1W6O83OKvZpoMdt0zWrl1aFl/t7ff1y4UWlp6ebtQcyOdlO3ytqcn3nJWgC4Ocv31Vw+0+by2fPufIxJHrcak/SxbLdMzrFO66yNi7+m4R//pIwM6XJMnHYeOGUxJjn+PwOsxiRROOQsANiWxdhxPnO2Q37Gjk/ffOw4Z7vHc/zOfOm63Vqydrck6aUn71HdGhVvec+cK56dyPE5+cSZSxbbJyMst5GJrIWjoyAthx07dqhfv36SpEqVKmnNmjWSpNTUVLVq1UoJCQny9vZWWFiYuejhrrvuUmRk5j/2efPmyc3NTVOnTtXBgwd16dIlXblyRa6urqpYsaLatm2rZ599VpUrV5aUuVTn22+/bdGHGzOlSVLr1q01c+ZMSZmzgy1cuFCLFi3SwYMHFR8fL19fX7Vo0UJDhw5Vw4YNLdoJCQlRRETmkhGffPKJrl69qjlz5uj06dPq16+fRo0aZcAraHs+3lmBdO36B8TsEq8lW2znd8nOsqW9cmx753pe3YCKmvflMLV//BPzB9T8qFGlnELHv6iOAz69Y6aevZaYZH7s6mb99uLmZlnode1aktU5BRF3NUHLFq0zb7u4uOiuEMspYANqVdH+XUckSUnXkrXi9/XqeG8bJcRf05plm6yfw7UkpyhIi43Lmhku5/KXkuRZwnL6+Stx+VuK5kqOJWtKlLBsOz/tJqdYLgV3g4+3h8a/218PdmxidaxSOR/9PulVPf32FK0JO2h1vFqlMnpzyAOqVtkvP0/DodwBs7ECKIArt3j/9sjxPns1Pn/LX+d8P87ZtkfxvNu9HBNvfpyalm5VjCZJ6ekZGjdtmcr7ldKAXu3z1SfcWval4vLz9yG/eX4nIWcBZFfwnM3n5ySrnLVs52Y5m5t5S7ZYjHUMeviufC3jkJScqjm/bzZvl/crpQc6WX++QhaytvDIWgDZXYnLWgYqZx5K1pl4JS5/n2lzLqNt9Zk2Z4bn8n6dlJKq31bvstrv4+2hcaP664GOjfPVF+QfOVt45CyA7Cw+07rn4zNtfnO2gGPHV7J9pr0af02jPp8vKfN36i8PvDdf92yXbUlOSZoy/y+1a1ZbgTUqKXT5Nu0+ZDmTV36fy52GrC0cctZ4TCOTQ+PGjeXllVmodO7cOZ0+nflmt2/fPiUkZH6Yunr1qg4cyFy66NixY+ZitFKlSqlhw4Y6cOCAFi1apEOHDikqKkopKSlKTEzU8ePHNWvWLPXu3dtcKJZfycnJGjp0qN5++21t3rxZMTExSklJUWRkpJYuXaq+ffvq119/zfP6yZMna/To0fr777+VkpL/oipHk9sA7O2+Ubi7FbPa9+Ovm1TrnjfVuPu72rDjiHl/jSrl1O+hNhbnbtt3Qm+N/UWdBnyqGl1Gqnrnf6nfiG9zVKeX1Iinu91eB4u8jFz2WO+7XXFX4zXj2/mKjc6aIe/+hzupUhXLZUI7dGmtYsWy/qw3r92hT9/5RuNHT9W5M9azd+Wc1c0ZZGTk8meRy77ba9t27cZeTdTAkd/r9U/nWB3bc/iM2vf7xFyMVr6Mt7q0q686AZnLwJ46d1mPj/hW/77+Qy8AOIPc3lHt8f6dnJpqse1bylNzv3pRB5d9qq/+M0AuLlk/jI2bukzp6ek5m4AN5PpnZLsfrQDgjpPr26qN3ldzvmcXJL8zMjI0c9EG87Z3yRJ69L7W+br2t1XhFoXj/XsEy80JP+MaJffPznboCAA4iVzfV230IaYwWZtT7NVEPf3W9xr5P+sxSdgOOQsAtuUoY8cfff2rzl+KlYuLSf/3Vl+rGbryElizkh7M9gWq85Gx6v7cONXt+qbe+mye1fnu7syzdCtkLRwR/3JzcHV1VatWrbR69WpJ0tatW1W1alWFhYVZnLd161YFBQVZ7G/Tpo1cXFxUu3ZtjRw5UlWrVlXJkiXl5uamK1euaPbs2frrr78UHR2tKVOm6N1331XHjh31008/6aOPPjIXufXu3VuPPPKIJMnbO3PWrgkTJmj9+vWSpHLlyunFF19U9erVtWPHDk2cOFGpqakaNWqUWrZsaZ59LbsTJ04oJCTE3K6r6+390bu6uqhpvSq3PtGGEq4lq/j1Km8vz+JW969dzbIAqZRXiXz1MecMaWlp6Zq1eJOqVSotSfrp101q37yO+fhDnZpoR7Y1scfP+FOSZJIUULmMJOl8ZIw+nPirpox+xnzefR0aavo//JpJUgUv62+gGc3Ds7jirmYWbqalpFn1wSNHCWw5n5L57mcZTzfz/y9fvqIZE+fp4sVo8/GHH+mkrt1aWV1XoV4VDXm2h6ZP/V3Xcsym5+LiIg+P4oq//q13FxeTqpfz/seXfDSi+rqUVwldis78RcS1pBSre+ScbdDHyyNf/SjlVcJiOylH29eSU3Kcb91u2dJeuhw2Xmlp6boUHad12w7pP18uNC+/Oy10vTq3CVT360voJqekatCb3+vsxRhJmcvt/j75VXl5FldGRoZeHzNH0xZk/sJm0pw16hHSRO2a1b71k3EQ+ZnpAHcWe2StUSqUtVxCo4xPSad5bpJUzIC48C7pYf5F8rWkFKt7JOV4n/XxLpGvfuScQTY5xbLtxJSc799Z7XqXtHzv7/dQW93VIvNnpEe7tVDosq1asyWzYPji5Ss6ceai6gTkPi17zrc8I17DXO/7z9zG5qzy/Pr+G/+/lmT5s42Pl0eRfa4mGVNfR84iJ3K26HA1OmeTU6zukZxs+b7q6+WRr3745PiclJKj7WupOXK2ZIk821256YDFUiR97m8lH6/it+6EpBkL15sfu7sV08BewYa8jjkV5Xfa3LI2e946W9Ya0i5Zi2ycKWcl585aF4P+6Zby8rB4X815nySrMckS+eqLT87PtMmWbSfnMiaZs91ypb0UufmrzDHJmDj9tfWQ/jt+kS5eH5OcvmCDOrWup4c65392UaNex+yK8rssOWuDdslZ5OBMWevMOSsZP3acZMOx4+yrlUn5Hzs+dPy8fvo1czWqp3vfpTaNa5jPyfn25eJi/Zp8OaqfEpOStWrTAas+lfcrZc5oSfLzLWnYWHJRfqe9U7KWseOii4K0XAQHB1sUpPXu3dtceFa/fn0dOHBAW7Zs0VNPPWVRkNauXTtJUlBQkPbu3asZM2boyJEjunr1qtLS0izuER4eLkny8/OTn5+fufBMkipXrqyWLVuatzMyMvTLL7+Yt/v27as6dTJ/Cdi2bVutW7dOu3btUnJyskJDQ/XSSy9ZPaegoCB98803hXpdJKlKhdLaNOutQrdTEEmpWW8wPt6e2vjzWxYhlpImpWV7Bxo5uJveHnLrWcnSM6TkbH8sxYq5aOXUEebtjAwpKdvxLu3q6/676uerz9eyTSRSsazPP/6a2cuMWhW1aeffkqSEhGvq16SiuZhQko5t2mFx/sC7A9W5VdUC3SPIu5jeGDfbXIzm4mLSF28+pmcf65D3Ra2q6p0+bTT7j63aczhCScmpqlW1nB5/oKV6vvSNjl8vSGtc11+D21QvUH8cVZ3q5c0/gERfSZBLRqrFn8Wly7EW5zeoWUEebrcO3fo1KlhsR0XHWlx3OuaKxfHAgPJ5t+tWTF6VfBTQvbX8Snno0VcnmQ8t/2uPHuvaTJK0bdcJnTwbZT7W/6FWKudz4xc+Jj3b5y5zQZokrdt6UCGts4pJgaLGHllrlJxZ+8DdjdSrcyP7dagIqBtQXpt2Zr5/x1xJkKdrhsX7d2zsVYvzm9SupNKet/6RvlEtywKxq1euWlwXeTHe4ni9GhXMx2tXLac9h86YjzWoUd7i2noB5c0FaZKUlpycZ59cc4zW56fvd7Kcea70FIu/DxejLPO8fo3yKl6EX1K+sYd/Ajl7Z8uZs17usnhfvXLFclnqpnUryc/LesmLnBrXrmSxHRcXZ3Fd1KXLFsfr16yQZ7s/Z5sdzWQy6dUnO+WrD1v3ntCuA6fM273vba561crc8ro7XW5Z637974S7qxTpZFkLGM2ZclYia29HzvdVN1OaRdZejrYcO2xYq6K8it/6t8sNalqOSUbHXLG47uw5y8/KgTXK36RdF/l4+qpWzzYq5+tpMSa5YsMePX5fszz7kfMX4fnp+52MnAVsz5mylpwtuOyfaaOvJKhEMcux45gYyzxsXLuSfDxu/cbasKbl2PGV2KsW1124YD127OPhqmsJCeZZuX5Zuk0LV2T9HjghxyQhT7/1g9xci+nzN/vosfsy6yB8PLz0+9cvavWWQ1q2YZ/ORcbKu2QJ3dWitpKSUvX8+z+Zr2/TsFq+nsud5k7KWsaOi6Yi+tfNWMHBwebHW7duVVpamnbsyHwDHTZsmF555RVt375d6enp2rp1q9V1o0aN0oIFC256j9jY2Jsez+7y5cuKisoqxpgwYYImTJiQ67mHDx/OdX/Xrl3zfb+bOXMhWo+9NtkmbeXXc4931uMPZi2X+cy7M3Tg2Fnz9v9G9lWrRpkV1ympaXroxa8Un5B0y3ZdTCYt/Ga4edaP5ORUdR7wmfm4f4XS+vGz58zbyzfs08ffLM681sWk9PTc3/VKehTXom+Hq9j1WbZiriTo4Re/yu/TtZnnRvT/x+9ZsnxZSZkFaRkZGfp4wXbVrOlvPv775qxlUIsVc9GBay46ufV0zmZyVcbTTbVLZKjLM18qJjbO3Magpx+Ue40ATctHO151aqtdnayZs2Zs+lvHz2R987xijar5asfW+ja1/Tc+WjSsYS4OzMjI0Ja9p83/TiRp2/6s5+nmWkz161RRYsqtk7xJgwCL7W37TuuJHlnXbdlzyuJ486CAfLVb2reUxfb5qKvm606ej7E4lpImizaTUi3bvxAVl697FlRx18z3DcBo9shao1Qo66PZXwwzby9Zt0efTv7djj2yrSU/vGHzNpvUr27x/v3XzpNq0TDAfDxsb9b7rJtrMdUIqKTohNSczVipX9eyAHzLnlPqfX/WdX/tPGFxvFG96uZ2G9WrpgUrws3HzkbFWdzzwmXLAQl3D488+5Sa4+en/PTdFjyL6JTuLXPk+dZ9Z9SqUQ2ZlDmgsD1HnjeoW1VJ/8xLanPurCiHfwg5W3T89t3rNm+zcT3LnF0bfkItggLMx8P2njQ/dnMtpurVKikqLiVnM1YC61h+ptu856R6dcsax1gXftzieMPAarm2eyLikpZvzPpmeMfWgSrjVyZfffjyxzUW20/0aJ+v62zBq8StC+YcVW5Z27pRDbm7Ssmpzpe1fKSF0ZwpZyXnzto/p400pN3mQQEW76ub9pxSy4bZxiT3WX6mrVvLX3FJ6bdst1F9yy8Rb913Wn0fyrpu0+6TFseb1g/IV7s+Pt4W2+cuXb3pdWk5DuXnHoXl9k9NLW4AchawPWfKWmfOWUlaOsX2Y8dNG1h+pt2wy3LseGuOseNaNSopNvHWb6wNAi3HjsP2ntKjD2Rdt2HXCYvjjetVV2xiquKyzewSG5d403tcibsmSYqOS7LqU/PGtdS8cS2LfY+/mjXRjkcJdzVuEJCv53I7SuRzmVFHdKdkLWPHRVfR/ddloNq1a6t8+fK6ePGiTp8+rdWrVysuLk7lypVT165d5evrq5iYGC1dulSRkZGSpEqVKqlGjRq6cOGCRTFa9+7d1aNHD3l6emr16tX6/vvvJRVsDeeCTBWYkJCQ6/5y5crlu42bSU1N186DZ259og1N/GmVRUFatw6NNOv3zJnpGgdWUdP61czHlv61Rxt2HDNv93uojb7+7wDz9kPPfakNO7KKoub9sVWDH82cWcvd3VU1q1ZQ6J/bJUk9ujS36Mevq3aan/vrg7spwL+sJs1Zo72HI8znlPRw11fv9DcXo0nSxvCj//hrJkkX4pJvfZKN1W5UVyuWZ80a+NuSzXps0EMymUw6e+aCDh3K+kGoToOaupruoqvX+xketk+LZi83Hx/0wqOqUTvrB6CTJ87pha/nKyY285ferm6uemzQQ6rWoMYtn+vBvcdUu151i6Vqz56+oHkzsn6wdXUtpvotg+zyuhlR0d2nW0tN+HGleXvCj6s0dfRgmUwm7Tp4Wuu3ZRWvdr0rSKW8PM39+Pm3zXr5w6xvHSz6+hXz0mz1alZS48Aq2n19ppwFK3ZoxNPd5F+htJKSUzR57lrzde5uruoR0szc7sSfVqpO9Qrq3La+3FyzfnK4Gn9N//fDUov+V6vsZ76uYjlfi2Pzlm7VoIfbq6RH5pKd07PNjiZJVSuVKTJV8ibZf6CCcRLHY4+sNUrVSpY/l1yOjXea5yZZD0TbwsNdW+rbWavN29/8vFrffviUTCaT9hw6rY3Zfo7pEhwkr5Ke5n7MXbJFr4+eZT4+96sX1a5Z5vt37YBKalinivYeyXz9f10ZrpcG3KvKFUorKTlVU35ZZ77O3a2YHujY1NzuQyHN9PE3i5V2fcevK8M1+NGOKlHcTRejrmjVpv3mayuW81F1/3J5vjY535+NeA1zve8/cxub63N/K43Plufjf1ypaWOekYvJpPADp/VXtjzvdldD+Xh7FtnnasiU67J/zkpkraMhZ4uOVAMyoue9LTRpdlbOfjtrtb5+PzNn9x4+rY07jpqPhbRroJIlPcz9mPdHmP41JitnZ417Ue2aZX7hqVb1Sgqq4699RzLHB35duVMvPHmvKpe/kbN/ma9zdyum+zo2zfX5TZ2/3mK8aFDvu/P1OkTFxGnx6p3m7Sb1q6lx/eqGvIa5KarZI+WetdPHPCPJpPCDzpe1ts4kR8hactaxOFPOSs6dtXl817rQHunWShN/WmXenvjTKn3/ceaY5O5Dp7V+e9Zn2nvbB8nby9Pcl9m/b9Hwj7LGJEMnvqz2zTM/09atUUmN6lbRnsOZr//CFTs0fFBX85jkd/MsP9M+FNLU3O43P69S7eoV1KlNPYsxybj4a/psivWYZEFeG6Nex+yKau5I5GxhkbPIjTNlrTPnrGTQ2PG9LfXNz1mfaSf+vFqTs40dZ/8d+D05xo7nLNmiEZ9kfaad99WLCr6es3UCKqlh3Sraez1nF63IHDv2vz52/H2OnH2wU+bYcfptPMf0jKzXZu/hM/L0KK6aVbPqGJKSU/XZ90u0JuyQeV/fB1pbPBdbK6rZI905WcvYcdFFQVoe2rVrp0WLFkmSJk6cKElq3bq1TCaTWrVqpT///FNff/21xfmSdO7cOYt23n//fZUsWVKSbjprWvais/Qc796lS5dWmTJldPly5hIPn3/+uR588EGrNpKTk/MsXivK69/uPRKhOUvC1PeB1pKknl2aaeOcUTpz7rLat6hj/hCZlJyij75eXKC2P5uyVI890EpenpmzpE36YKCe6t1enh7uFt+SPnU2SnP/yJoNz7VYMT3Zo52e7NFOp89d1qHj5+TqWkyN61ZVGd+S5vPS0tL15Yw/b/epFzkV/cupcYt62r09c9muA7uP6uv/zZBP6VI6ceyM+e92sWLF1OWB4Js1ZWXc57N1Ldv0rj6lvRUetlfhYXutzu37VHeL7TnTFsvNzU3lKpSRp5eHYi9fUeSFyxYD/fd27yCf0t45myqyGtatoj73tdK8pZl/bxev3qn2/T5R1YpltGHHEaVe/6nN3c1Vo57vfrOmrLz3ci/1filzlsbYq4nq0H+02jSuqUPHz1ssrfnKwHtUNttrumnnMf3nq4Xy8iyhoNqVVca3pGKvJmrXodMWsxq6uJjUv3s783arRjVUpWJpnTmfuUzr7kNn1LL3+2ocWFUnz0XpyIkL5nPdXIupR0je0+oDMN4bz9ynru2DJEnFc8xK1bV9kJZPyZrtpOvgsf9o34qCBrX91btrS4Uu3yZJWrJ2l+4Z+Kn8K5bWpvCj2d6/i2nk0AcK1PaoF3qo32uZP7/GxiWq61P/U8tGNXTkxAWdOpf1/v1C/y7yK+1l3q5UzlfP9Omoydd/gb/vSIQ69f9EdQIqaNfB0xbffnt5wL0W99xz6LRGfZ619PyRE+ctjvd47gvz4+GDuqpLcFCBnpOza1S3ih67v5X559BfV+1UcN+PVbVSGa3PkefvvFCwPAdQNJGzhdOgtr8evreFFlz/Itofa3er61Ofyr9CGW3eaZmz/xpiPe5yM/8e1kP9R2R+g/tKXKLue/r/rufseZ0+l7Vk57AnusjP18vq+sRryZr3R9YXvGpUKadOberl696zF29ScnLWV5yf6t2hQH2/k+WWte36fqzqlcto3TayFrgTkbWFE1THX4/e11K/LM38TPvb6l3q2H+0qlQso40Wn2GK6e3nHypQ2/95qaf6vJL5u5rYq4nqPGCMWjWqqcMnzutUtjHJlwdYjklu3nVM741fKC/P4mpQ2z9zTPJKgnYfPmM1JtnvobYW99x96LTe/L+55u3Dxy0/094/JOvvwIin79O97flMmx05CyAncrZwgur4q3e3lgpddn3seM0uhQz4VFUqltbGHGPHbz5bsLHjd17oocdfzRo7vnfQ/9SycQ0dOW45dvzik1ljx8HN6yhi/bhc2xv7wx/6f/buOz6KOv/j+HvTe0ISShISCAFC7wkdpalYUFFPUcF2dtGzneX6nT/Ps5ztznYqCJ7tFLuAICAivfcWCJBCSO89+f0R3M2SBFJ22JLX8/HIw53Z2ZnvbiTv+c5+5vv959wl5uX6BXC/WLZmj557+zt17xqumIgwVVZVa/+RdOXkWWbkiIkI0+N3tuycoT0ha+HoKEhrwpgxY8wFaXv21I36kJCQYP7v0qVLdfDgQavtJSk62npIyxdffFETJ07UunXrtHDhwiaPFxISYn78448/avjw4fLx8VFUVJQiIiJ01VVX6T//+Y8k6c9//rNSU1PVr18/VVRUKD09Xbt27dLy5cv12WefqWtX20//Z28P/f0jRXXuYB6lqW+PCPXtEWF+vqy8Urf/YZ4O1CtMaY70zHz98eXP9c8nZkqqGyVr/IjeVtukZuRq5kNvqrzexd36hUzREaGKjghtsO/Ssgo99MzH2rDjSIPnXNmlV09Rfl6RjibVVdFnZuQoM8Ny8d3dw11X3ThNHTuHtWi/ZafNNZ59MlfZJ3Ob/fqK8gqlHjvRYL3JzaTJ08Zq5HjXK2J64fFrlXYyVz+fust//5ET2l/voom3l4fe/OtNio/t0tQuGnVeQryefugq/f6lhaqpqVV+Yam+/3m31TbXXDhcj/16WqOvLyop0/odhxt9ztvLQ889+isNrTfyoaeHu978y0267qE3VFhcN6TvyZxCLas3Io9UN4XrPx65xupOCgDnXmzXcKspgusL7xBodVEYjfv7I9co7WSu1m2rG/X1QPIJHUi2/vv96h9nqVf3lv39Hjeit/7ywJX6y6tf1P39LirVD6f9Lb3mwuF6+NaLGrz2sTsu0dHULC35aaekuvOj1AzrHL716gmafeU4q3VFJWXausd66pT66j+XnVfUovfTXvzzieuUmmHJ831HTmjfaXn+n7/d3OI8B+CcyNm2+7+Hr1FaZp7Wn8rZg8kZVje5eHl56JU/zFLP7p1btN+xw3vrT3Ou1N/+XZezBUWlVqOISnU5+9AtFzZ6Z+/n329SQb0i71lXjm3WzYXV1TX671drzMvhoYG6ZOKQFrW9vSNrAdRH1rbds7+9VmkZeVqztelrkq//5Sb1bmGfdkJCvJ568Cr98WXLNcllaxpek3z0tqauSZZrwxmuST7zyDVWs7FIdTM7bNnddJ+2/nP0aRtHzgKoj5xtu388co3SM3K19gzXjv/1p5ZfOx4/orf++sCV+nP9a8drGvZpH2nk2nFbJadkKTklq8H6+NguWvDcnQr097H5MV0JWQtHRkFaE34Z8ay+xMS6EbpGjhxptd5kMpm3DwsL06WXXqpvvvlGkrRgwQItWLDA/Lr169c3erzx48dryZK6KuHdu3frtttukyQ98MADuueeezRnzhzt2rVLa9euVUFBgV54oX1VhZeUVejye17RrMvH6NppCeobFylfH0+dyMzXyo379eqCH5R07GSr9r11z1F5u0sfLtqswX2iFdkpRNU1tTqSkqnvftyhNz5aqbwC62FjX1mwTAeST2jy6H4a0idaMZFh8vPxUklZhY6mZWvVxgN6+3+rlJzaMDxdnZe3p266+yptWb9LOzbt1ckT2aqsqFJgsL969IrRmIkjFN6pwzlt0+RpY3X44DFlncxRSXGZTCYpKDhQsb2iNXL8kBYXxzkLf19vff6vOXr/q7X6ZNEG7T2crtKySnUJD9J5ifG678Yp6hnTqVX7vvPa85U4qIde/2C51mxNUlZuoQL9fTQoPlqzLh+t6y8ertLKWqup2e6fVXe8DTuOKCUjVzl5RaqqrlFwoK/iojtp3PBemn3FGHXt0rDAc9SQOK375Pf6zyc/auWG/Tp8PFPFpeXy9vRQ1y6hGj0kTrddPV79e0W19uOyE5MDjGBp7+MDOJ2fr7c+euleffTtOn22ZJMOHE5XaXmFOocHa9zw3rpr5iT1aOXf71uvPk/DB8TqPx+v1PrtScrOLVKAv48G9O6qGy4bpZsuS1BuSVWD4c+9PD30n/+7VV8s3ayPv12v3YdSVVxSrg5B/hrav5tmXzlOExLibfDucTp/X299+dr9WvDlGn28aKP2JqWptKxSER2DdV5CvObMmqye3VpWNNF+OELOSmQt4Fj8fL31wT/v0cffrtPn32/S/iMnVFZeoU5hdTl7x8yJ6hHdupy95eoJGj6gu97+5Edt2FEvZ3tF6frLRunm6YnKLqpsdCrN+V/8bH7s7+uta6aNbLhRI5b+vEtpJ/PMy9dfOlpenlzua4mmsrZLx2CdT9aehSNkrb2PD+B0/r7e+vTV+/Tfr9fq08Ubte9wukrL6vq0ExLide8NkxXXyj7t7b86TwkDY/XGhyu0btshZeUWKdDfRwPju9bNaHLJCBWV11hNpXnfDZMVF91JG3ceUWq9a5JBp65Jjh3WSzdePrrRa5JoO3K2LchZAA35+Xrr45fv1Yff1F073l/v2vH4EXXXjlubs7ddc55GDIzVWx+t1Lp6144H9u6qG6aP0uxLE5Rf2vDacWtNHt1XaRm52rjziE7mFKi4pFxBAb7qGxepyyYN0XWXjJRHvem20TiytrUcIWclV89aU239oZ5g5eKLL1ZSUl11cWhoqNauXSupbkrNUaNGKT8/X5LUu3dvff21ZarI0tJSvfLKK1qyZImysrLUo0cP3XHHHSorK9MTTzwhSYqKitLy5cvNr6mpqdErr7yiL7/8UhkZGaqurpZkKUj7ZZvPP/9cX331lfbt26eioiIFBQWpU6dOGjJkiCZNmqRx48bJ3b3uD/OkSZOUmpoqSfr73/+uGTNmtPkzOZKSpX6X/bnN+3EkQ/p01doPH9fomc+41Nzkf/7ng/Zugk11DvDSzQnRmrfxuDKKKs7+AicyZ2wPezfBpkwmydfT1KAgzdn5eEpuNj4xScsr07XvbLLpPlvq49tGKDKEu0sciatlravmrCQd/+klezfBptzdpA5+Ho0WpDm7AB/X+mLeJMnbQyqvUqOj7Dgjr1PXltxsGLWOkLMSWetoyFnnkfzji2ffyIl4uElhAZ5NFqQ5s2A/T3s3waZcMWeluqy1Zc5KjpG15KxjcbWclVw3azPWvmLvJticm0kK8HZrUJDm7Lw83OzdBJsiZ5uPnEVjXC1rXTVnJTU5laWzcneTgn09bFqQ5ij8vLl27Oi4duy8XOtfl4199913ja53c3PThg0bmnydr6+vHnvsMT322GMNnmuqKMzNzU2/+c1v9Jvf/KbJ/bq5uemqq67SVVdddeaGn1K/4A0AAAAAAAAAAAAAAAAAjEZBGgAAduQYw8ECAOCayFkAAIxF1gI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}, "metadata": {} } ] }, { "cell_type": "code", "source": [ "cm_maker(cm1ss, 'Dataset 1')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 436 }, "id": "KnP7_dy9Z4wd", "outputId": "861972d9-4097-4b73-c211-dceeaca4a558" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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}, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# Summary results: Barplot comparing model OAs" ], "metadata": { "id": "oPx_A0kqMZUU" } }, { "cell_type": "code", "source": [ "SML_OA = [0.57, 0.74, 0.75, 0.72, 0.73]\n", "SSL_OA = [0.59, 0.76, 0.68, 0.74, 0.71]\n", "UML_OA = [0.12, 0.25, 0.19, 0.22, 0.07]\n", "dataset1 = [1,2,3,4,5]\n", "\n", "SML_var = ['SML']*5\n", "SSL_var = ['SSL']*5\n", "UML_var = ['UML']*5\n", "\n", "OA = SML_OA + SSL_OA + UML_OA\n", "model = SML_var + SSL_var + UML_var\n", "dataset = [1,2,3,4,5]*5\n", "\n", "df = pd.DataFrame(list(zip(OA, model, dataset)),\n", " columns =['Accuracy', 'Model','Dataset'])\n", "\n", "df.head() " ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 206 }, "id": "5xoeeCI1c3B9", "outputId": "0c39a0f1-3649-44b8-ba23-d383e4984ddf" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ " Accuracy Model Dataset\n", "0 0.57 SML 1\n", "1 0.74 SML 2\n", "2 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AccuracyModelDataset
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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# Statistical significance test: SML vs SSL" ], "metadata": { "id": "JQHMSot1I2Fx" } }, { "cell_type": "code", "source": [ "# source code: https://www.youtube.com/watch?v=F8f83eTm3wY. Accessed 04.05.2023\n", "df2 = pd.DataFrame(list(zip( SML_OA, SSL_OA, UML_OA)),\n", " columns =['SML','SSL','UML'], index = dataset1 )\n", "df2.index.name = 'Dataset'\n", "df2.head()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 237 }, "id": "lUeUaIlMUlve", "outputId": "2fea792e-b517-4d51-f5fb-cc2e165cda2f" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ " SML SSL UML\n", "Dataset \n", "1 0.57 0.59 0.12\n", "2 0.74 0.76 0.25\n", "3 0.75 0.68 0.19\n", "4 0.72 0.74 0.22\n", "5 0.73 0.71 0.07" ], "text/html": [ "\n", "
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SMLSSLUML
Dataset
10.570.590.12
20.740.760.25
30.750.680.19
40.720.740.22
50.730.710.07
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\n", " " ] }, "metadata": {}, "execution_count": 17 } ] }, { "cell_type": "code", "source": [ "df2.mean(axis=0)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "-cKw7q3FJra8", "outputId": "26ef25e0-b90f-4b53-a8d8-057833f3450c" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "SML 0.702\n", "SSL 0.696\n", "UML 0.170\n", "dtype: float64" ] }, "metadata": {}, "execution_count": 18 } ] }, { "cell_type": "code", "source": [ "df2.boxplot(column = ['SML','SSL','UML'])" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 448 }, "id": "4cEcrfd6J1iJ", "outputId": "da63643a-3470-4df6-f343-aa08dc7b5d11" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "" ] }, "metadata": {}, "execution_count": 19 }, { "output_type": "display_data", "data": { "text/plain": [ "
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}, "metadata": {} } ] }, { "cell_type": "code", "source": [ "#from scipy.stats.mstats import ttest_rel\n", "# H0 = there is no difference in the mean accuracy\n", "# Use paired t-test as the classifiers are run on the same datasets\n", "\n", "# Set significance level of 0.01. p<0.01 rejects the null-hypothesis.\n", "scipy.stats.ttest_ind(df2.iloc[:,0],df2.iloc[:,1]) " ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "fRZjpqjSK_HG", "outputId": "8e901182-7243-4d44-a67d-303c30400d69" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "Ttest_indResult(statistic=0.13416407864998744, pvalue=0.8965866662252613)" ] }, "metadata": {}, "execution_count": 20 } ] }, { "cell_type": "code", "source": [ "# Statistical significance test: PB vs GEOBIA\n", "method = ['PB', 'PB', 'GEOBIA', 'PB', 'GEOBIA']\n", "\n", "SML_OA = [0.57, 0.74, 0.74, 0.71, 0.72]\n", "SSL_OA = [0.59, 0.76, 0.68, 0.74, 0.71]\n", "UML_OA = [0.12, 0.25, 0.19, 0.22, 0.07]\n", "\n", "rows = [SML_OA, SSL_OA, UML_OA]\n", "model = ['SML', 'SSL', 'UML']\n", "\n", "# source code: https://www.youtube.com/watch?v=F8f83eTm3wY. Accessed 04.05.2023\n", "df3 = pd.DataFrame(columns = method)\n" ], "metadata": { "id": "19p3_p6gMApZ" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [], "metadata": { "id": "l8zBCmiH-b3x" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "for i in rows: df3.loc[len(df3)] = i\n", "df3.head()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 143 }, "id": "V_geNc3O26pp", "outputId": "f3626420-a788-4f21-dc1a-1beb1dd377b1" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ " PB PB GEOBIA PB GEOBIA\n", "0 0.57 0.74 0.74 0.71 0.72\n", "1 0.59 0.76 0.68 0.74 0.71\n", "2 0.12 0.25 0.19 0.22 0.07" ], "text/html": [ "\n", "
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