diff --git a/Geospatial Data Science Internship/SimarpreetSethi/TASK1.ipynb b/Geospatial Data Science Internship/SimarpreetSethi/TASK1.ipynb new file mode 100644 index 00000000..3b1c815a --- /dev/null +++ b/Geospatial Data Science Internship/SimarpreetSethi/TASK1.ipynb @@ -0,0 +1,1480 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "name": "TASK1.ipynb", + "provenance": [], + "collapsed_sections": [] + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "9JW3K646-Ej1", + "outputId": "e6efc0a5-19ca-4dae-88c3-651cfe98dbff" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "fatal: destination path 'Data4Policy' already exists and is not an empty directory.\n", + "/content/Data4Policy\n", + "fatal: 'task1' is not a commit and a branch 'main' cannot be created from it\n" + ] + } + ], + "source": [ + "!git clone https://github.com/undpindia/Data4Policy.git\n", + "%cd /content/Data4Policy\n", + "!git checkout -b main task1\n" + ] + }, + { + "cell_type": "code", + "source": [ + "%cd /Geospatial Data Science Internship\n", + "\n", + "%mkdir SimarpreetSethi\n", + "%cd /SimarpreetSethi\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "KyCz7fwZ-lA2", + "outputId": "687eb964-273c-49d6-fcc0-18e71cbe6b41" + }, + "execution_count": 2, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "[Errno 2] No such file or directory: '/Geospatial Data Science Internship'\n", + "/content/Data4Policy\n", + "[Errno 2] No such file or directory: '/SimarpreetSethi'\n", + "/content/Data4Policy\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "!wget https://geodata.ucdavis.edu/gadm/gadm4.0/shp/gadm40_IND_shp.zip\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "GLf8msfz-y-k", + "outputId": "01e1e2fb-03c5-4e9c-8073-177de79011d8" + }, + "execution_count": 3, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "--2022-03-14 03:35:32-- https://geodata.ucdavis.edu/gadm/gadm4.0/shp/gadm40_IND_shp.zip\n", + "Resolving geodata.ucdavis.edu (geodata.ucdavis.edu)... 128.120.146.30\n", + "Connecting to geodata.ucdavis.edu (geodata.ucdavis.edu)|128.120.146.30|:443... connected.\n", + "HTTP request sent, awaiting response... 200 OK\n", + "Length: 24875026 (24M) [application/zip]\n", + "Saving to: ‘gadm40_IND_shp.zip’\n", + "\n", + "gadm40_IND_shp.zip 100%[===================>] 23.72M 21.7MB/s in 1.1s \n", + "\n", + "2022-03-14 03:35:33 (21.7 MB/s) - ‘gadm40_IND_shp.zip’ saved [24875026/24875026]\n", + "\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "!pwd" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "RDL5I4eN_fcU", + "outputId": "21f67980-75da-4917-a973-8bd63c0fe963" + }, + "execution_count": 4, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "/content/Data4Policy\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "!ls" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Q8_-KPcM_jfu", + "outputId": "df332a6d-103b-4ece-ae3a-dd9442a49730" + }, + "execution_count": 5, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "'Analytics Notebooks' 'Geospatial Data Science Internship' SimarpreetSethi\n", + "'DiCRA Plaform' readme.md\n", + " gadm40_IND_shp.zip References\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import zipfile\n", + "zip_ref = zipfile.ZipFile(\"/content/Data4Policy/Geospatial Data Science Internship/gadm40_IND_shp.zip\", 'r')\n", + "zip_ref.extractall(\"/content/Data4Policy/Geospatial Data Science Internship\")\n", + "zip_ref.close()" + ], + "metadata": { + "id": "xx3ZaqWe_lYS" + }, + "execution_count": 6, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "!pip install geopandas\n", + "import geopandas as gpd\n", + " \n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "HWUFWoRxABgC", + "outputId": "e56d4c9e-0859-4d2d-c7ea-0e4b9ebea7ab" + }, + "execution_count": 7, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Requirement already satisfied: geopandas in /usr/local/lib/python3.7/dist-packages (0.10.2)\n", + "Requirement already satisfied: shapely>=1.6 in /usr/local/lib/python3.7/dist-packages (from geopandas) (1.8.1.post1)\n", + "Requirement already satisfied: pandas>=0.25.0 in /usr/local/lib/python3.7/dist-packages (from geopandas) (1.3.5)\n", + "Requirement already satisfied: pyproj>=2.2.0 in /usr/local/lib/python3.7/dist-packages (from geopandas) (3.2.1)\n", + "Requirement already satisfied: fiona>=1.8 in /usr/local/lib/python3.7/dist-packages (from geopandas) (1.8.21)\n", + "Requirement already satisfied: cligj>=0.5 in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (0.7.2)\n", + "Requirement already satisfied: click-plugins>=1.0 in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (1.1.1)\n", + "Requirement already satisfied: certifi in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (2021.10.8)\n", + "Requirement already satisfied: munch in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (2.5.0)\n", + "Requirement already satisfied: attrs>=17 in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (21.4.0)\n", + "Requirement already satisfied: six>=1.7 in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (1.15.0)\n", + "Requirement already satisfied: setuptools in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (57.4.0)\n", + "Requirement already satisfied: click>=4.0 in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (7.1.2)\n", + "Requirement already satisfied: pytz>=2017.3 in /usr/local/lib/python3.7/dist-packages (from pandas>=0.25.0->geopandas) (2018.9)\n", + "Requirement already satisfied: python-dateutil>=2.7.3 in /usr/local/lib/python3.7/dist-packages (from pandas>=0.25.0->geopandas) (2.8.2)\n", + "Requirement already satisfied: numpy>=1.17.3 in /usr/local/lib/python3.7/dist-packages (from pandas>=0.25.0->geopandas) (1.21.5)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Reading the world shapefile\n", + "ind_data = gpd.read_file(r'/content/Data4Policy/Geospatial Data Science Internship/gadm40_IND_3.shp')\n", + " \n", + " \n", + "# Calculating the area of each country\n", + "#world_data['area'] = world_data.area\n", + " \n", + "# Removing Antarctica from GeoPandas GeoDataframe\n", + "#world_data = world_data[world_data['NAME'] != 'Antarctica']\n", + "ind_data" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "Mh91HsaLAdfk", + "outputId": "e01c3b41-ff80-46ea-f422-a30ea61225f6" + }, + "execution_count": 8, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " ID_0 COUNTRY NAME_1 NL_NAME_1 NAME_2 \\\n", + "0 IND India Andaman and Nicobar None Nicobar Islands \n", + "1 IND India Andaman and Nicobar None North and Middle Andaman \n", + "2 IND India Andaman and Nicobar None South Andaman \n", + "3 IND India Andhra Pradesh None Anantapur \n", + "4 IND India Andhra Pradesh None Anantapur \n", + "... ... ... ... ... ... \n", + "2331 IND India West Bengal None South 24 Parganas \n", + "2332 IND India West Bengal None South 24 Parganas \n", + "2333 IND India West Bengal None South 24 Parganas \n", + "2334 IND India West Bengal None Uttar Dinajpur \n", + "2335 IND India West Bengal None Uttar Dinajpur \n", + "\n", + " NL_NAME_2 ID_3 NAME_3 VARNAME_3 NL_NAME_3 TYPE_3 \\\n", + "0 None 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................................................
2331INDIndiaWest BengalNoneSouth 24 ParganasNoneIND.36.19.1_1Diamond HarbourNoneNoneTalukTalukNoneNoneMULTIPOLYGON (((88.02055 21.57222, 88.02139 21...
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1955INDIndiaTelanganaNoneAdilabadNoneIND.32.1.2_1AsifabadNoneNoneTalukTalukNoneNonePOLYGON ((78.96471 19.57028, 78.95446 19.56272...
1956INDIndiaTelanganaNoneAdilabadNoneIND.32.1.3_1BoathNoneNoneTalukTalukNoneNonePOLYGON ((78.19715 19.33173, 78.18712 19.33861...
1957INDIndiaTelanganaNoneAdilabadNoneIND.32.1.4_1ChinnurNoneNoneTalukTalukNoneNonePOLYGON ((79.92231 19.15713, 79.90597 19.14179...
1958INDIndiaTelanganaNoneAdilabadNoneIND.32.1.5_1KhanapurNoneNoneTalukTalukNoneNonePOLYGON ((78.51988 19.22164, 78.52913 19.23259...
................................................
2021INDIndiaTelanganaNoneWarangalNoneIND.32.10.2_1JangaonNoneNoneTalukTalukNoneNonePOLYGON ((79.08975 18.02090, 79.09614 18.01483...
2022INDIndiaTelanganaNoneWarangalNoneIND.32.10.3_1MulugNoneNoneTalukTalukNoneNonePOLYGON ((80.33668 18.59052, 80.33879 18.58821...
2023INDIndiaTelanganaNoneWarangalNoneIND.32.10.4_1n.a. ( 1711)NoneNoneTalukTalukNoneNonePOLYGON ((80.15270 17.38762, 80.15408 17.38008...
2024INDIndiaTelanganaNoneWarangalNoneIND.32.10.5_1NarsampetNoneNoneTalukTalukNoneNonePOLYGON ((80.30102 17.96696, 80.29185 17.96178...
2025INDIndiaTelanganaNoneWarangalNoneIND.32.10.6_1ParkalNoneNoneTalukTalukNoneNonePOLYGON ((79.60279 18.14021, 79.60883 18.15022...
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72 rows × 15 columns

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\n", + " " + ] + }, + "metadata": {}, + "execution_count": 10 + } + ] + }, + { + "cell_type": "code", + "source": [ + " \n", + "tel_data_geometry = tel_data[['NAME_3', 'geometry']]" + ], + "metadata": { + "id": "nixVxA3CBcz1" + }, + "execution_count": 11, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "tel_data_geometry.shape" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "uiiceTwLCCB-", + "outputId": "73b0e0f7-3d82-4ec9-a762-c92b8ce31378" + }, + "execution_count": 12, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "(72, 2)" + ] + }, + "metadata": {}, + "execution_count": 12 + } + ] + }, + { + "cell_type": "code", + "source": [ + "import pandas as pd\n", + "\n", + "df=pd.read_csv(\"/content/Data4Policy/Geospatial Data Science Internship/Datasets/telangana_fires.csv\")\n", + "df.head()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 270 + }, + "id": "3EmSf4OaEr5a", + "outputId": "85874977-792f-44f7-d355-ff2d9d0a923e" + }, + "execution_count": 13, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " fireID latitude longitude brightness scan track acq_date acq_time \\\n", + "0 0 18.3777 80.5314 318.6 1.0 1.0 02/01/15 802 \n", + "1 1 17.5898 80.9893 315.4 1.2 1.1 04/01/15 750 \n", + "2 2 17.6028 81.1612 311.8 1.2 1.1 05/01/15 527 \n", + "3 3 17.5241 80.3135 317.0 1.1 1.0 05/01/15 527 \n", + "4 4 17.7571 80.3404 317.2 2.5 1.5 05/01/15 833 \n", + "\n", + " satellite instrument confidence version bright_t31 frp daynight type \n", + "0 Aqua MODIS 69 6.03 302.6 7.7 D 0 \n", + "1 Aqua MODIS 59 6.03 299.5 8.8 D 0 \n", + "2 Terra MODIS 46 6.03 299.8 6.0 D 0 \n", + "3 Terra MODIS 69 6.03 302.0 9.3 D 0 \n", + "4 Aqua MODIS 53 6.03 300.0 29.3 D 0 " + ], + "text/html": [ + "\n", + "
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fireIDlatitudelongitudebrightnessscantrackacq_dateacq_timesatelliteinstrumentconfidenceversionbright_t31frpdaynighttype
0018.377780.5314318.61.01.002/01/15802AquaMODIS696.03302.67.7D0
1117.589880.9893315.41.21.104/01/15750AquaMODIS596.03299.58.8D0
2217.602881.1612311.81.21.105/01/15527TerraMODIS466.03299.86.0D0
3317.524180.3135317.01.11.005/01/15527TerraMODIS696.03302.09.3D0
4417.757180.3404317.22.51.505/01/15833AquaMODIS536.03300.029.3D0
\n", + "
\n", + " \n", + " \n", + " \n", + "\n", + " \n", + "
\n", + "
\n", + " " + ] + }, + "metadata": {}, + "execution_count": 13 + } + ] + }, + { + "cell_type": "code", + "source": [ + "dic={}\n", + "from shapely.geometry import Point\n", + "from shapely.geometry.polygon import Polygon\n", + "\n", + "for idx in df.index:\n", + " lat=df['latitude'][idx]\n", + " lon=df['longitude'][idx]\n", + " date=df['acq_date'][idx]\n", + " temp=date.split('/')\n", + " yr=temp[-1]\n", + " point = Point(lon,lat)\n", + " for i in tel_data_geometry.index:\n", + " geo=tel_data_geometry['geometry'][i]\n", + " dis_name=tel_data_geometry['NAME_3'][i]\n", + " #print(geo)\n", + " if(point.within(geo)):\n", + " #print(1)\n", + " p=(dis_name,yr)\n", + " if p in dic:\n", + " dic[p]+=1\n", + " else:\n", + " dic[p]=1\n", + "\n", + "\n" + ], + "metadata": { + "id": "213dyYxtE0aa" + }, + "execution_count": 14, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "for i in tel_data_geometry.index:\n", + " dis_name=tel_data_geometry['NAME_3'][i]\n", + " yr=[15,16,17,18,19,20,21]\n", + " for y in yr:\n", + " p=(dis_name,y)\n", + " if p not in dic:\n", + " dic[p]=0\n", + " " + ], + "metadata": { + "id": "EAJuIwhT2fhW" + }, + "execution_count": 15, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "import json\n", + "jsonFilePath=\"/content/Data4Policy/Geospatial Data Science Internship/Datasets/telangana_fires.json\"\n", + "\n", + "\n", + "\n", + "def write_json(new_data, filename,count):\n", + " if count==0:\n", + " with open(jsonFilePath, 'w', encoding='utf-8') as jsonf:\n", + " jsonf.write(json.dumps(new_data, indent=4)) \n", + " else:\n", + " with open(filename,'r+') as file:\n", + " # First we load existing data into a dict.\n", + " file_data = json.load(file)\n", + " # Join new_data with file_data inside emp_details\n", + " file_data.append(new_data)\n", + " # Sets file's current position at offset.\n", + " file.seek(0)\n", + " # convert back to json.\n", + " json.dump(file_data, file, indent = 4)\n", + " \n", + "\n" + ], + "metadata": { + "id": "oiMgHRO8JKg-" + }, + "execution_count": 16, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "import csv\n", + " \n", + "field_names = ['adm_name', 'year' ,'fireCount']\n", + " \n" + ], + "metadata": { + "id": "9wBMcL8iwvYJ" + }, + "execution_count": 17, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "dic2=[]\n", + "count=0\n", + "for i in dic:\n", + " adm_name=i[0]\n", + " year='20'+str(i[1])\n", + " fireCount=dic[i]\n", + " temp={\"adm_name\": adm_name,\n", + " \"year\": year,\n", + " \"fireCount\": fireCount}\n", + " dic2.append(temp)\n", + " count+=1\n", + "with open('Names.csv', 'w') as csvfile:\n", + " writer = csv.DictWriter(csvfile, fieldnames = field_names)\n", + " writer.writeheader()\n", + " writer.writerows(dic2)\n", + "\n", + " \n", + " " + ], + "metadata": { + "id": "3g64aUxOJUuh" + }, + "execution_count": 18, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "import csv \n", + "import json \n", + "\n", + "def csv_to_json(csvFilePath, jsonFilePath):\n", + " jsonArray = []\n", + " \n", + " #read csv file\n", + " with open(csvFilePath, encoding='utf-8') as csvf: \n", + " #load csv file data using csv library's dictionary reader\n", + " csvReader = csv.DictReader(csvf) \n", + "\n", + " #convert each csv row into python dict\n", + " for row in csvReader: \n", + " #add this python dict to json array\n", + " jsonArray.append(row)\n", + " \n", + " #convert python jsonArray to JSON String and write to file\n", + " with open(jsonFilePath, 'w', encoding='utf-8') as jsonf: \n", + " jsonString = json.dumps(jsonArray, indent=4)\n", + " jsonf.write(jsonString)\n", + " \n", + "csvFilePath = r'Names.csv'\n", + "jsonFilePath = r'output1.json'\n", + "csv_to_json(csvFilePath, jsonFilePath)" + ], + "metadata": { + "id": "9TJT--jZyrTg" + }, + "execution_count": 19, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "!git push -u origin task1" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "lMY0o9ho0cTc", + "outputId": "497d4f93-b2ab-4e59-aaaf-f5e87295dfdc" + }, + "execution_count": 20, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "error: src refspec task1 does not match any.\n", + "error: failed to push some refs to 'https://github.com/undpindia/Data4Policy.git'\n" + ] + } + ] + } + ] +} \ No newline at end of file diff --git a/Geospatial Data Science Internship/SimarpreetSethi/TASK2.ipynb b/Geospatial Data Science Internship/SimarpreetSethi/TASK2.ipynb new file mode 100644 index 00000000..caf7e52a --- /dev/null +++ b/Geospatial Data Science Internship/SimarpreetSethi/TASK2.ipynb @@ -0,0 +1,3328 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "name": "TASK2.ipynb", + "provenance": [] + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "code", + "execution_count": 41, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "IK237u9oufpU", + "outputId": "c28f6871-e2ac-4dea-b50e-dd40266612ca" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Cloning into 'Data4Policy'...\n", + "remote: Enumerating objects: 861, done.\u001b[K\n", + "remote: Counting objects: 100% (861/861), done.\u001b[K\n", + "remote: Compressing objects: 100% (484/484), done.\u001b[K\n", + "remote: Total 861 (delta 321), reused 857 (delta 319), pack-reused 0\u001b[K\n", + "Receiving objects: 100% (861/861), 59.17 MiB | 13.78 MiB/s, done.\n", + "Resolving deltas: 100% (321/321), done.\n" + ] + } + ], + "source": [ + "!git clone https://github.com/undpindia/Data4Policy.git\n" + ] + }, + { + "cell_type": "code", + "source": [ + "%cd /content/Data4Policy/Geospatial Data Science Internship\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "RBLbjK3CvZ2W", + "outputId": "36a48480-3271-4c58-93bc-93f3ad18bc4c" + }, + "execution_count": 42, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "/content/Data4Policy/Geospatial Data Science Internship\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "from sklearn import preprocessing\n", + "from sklearn.neighbors import LocalOutlierFactor\n", + "from sklearn.metrics import confusion_matrix, classification_report,accuracy_score" + ], + "metadata": { + "id": "vv9Qew99vedh" + }, + "execution_count": 43, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "df=pd.read_csv(\"/content/Data4Policy/Geospatial Data Science Internship/Datasets/telangana_fires.csv\")\n", + "df.head()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 270 + }, + "id": "-iSps5TBvhEA", + "outputId": "20240a3e-5f92-4e65-ad4c-1b9373c787c3" + }, + 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fireIDlatitudelongitudebrightnessscantrackacq_dateacq_timesatelliteinstrumentconfidenceversionbright_t31frpdaynighttype
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1117.589880.9893315.41.21.104/01/15750AquaMODIS596.03299.58.8D0
2217.602881.1612311.81.21.105/01/15527TerraMODIS466.03299.86.0D0
3317.524180.3135317.01.11.005/01/15527TerraMODIS696.03302.09.3D0
4417.757180.3404317.22.51.505/01/15833AquaMODIS536.03300.029.3D0
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latitudelongitudebrightnessscantrackacq_timesatelliteconfidencebright_t31frpdaynighttypemonyear
018.377780.5314318.61.01.0802Aqua69302.67.7D012015
117.589880.9893315.41.21.1750Aqua59299.58.8D012015
217.602881.1612311.81.21.1527Terra46299.86.0D012015
317.524180.3135317.01.11.0527Terra69302.09.3D012015
417.757180.3404317.22.51.5833Aqua53300.029.3D012015
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latitudelongitudebrightnessscantrackacq_timesatelliteconfidencebright_t31frptypemonyearday
018.377780.5314318.61.01.0802Aqua69302.67.70120151
117.589880.9893315.41.21.1750Aqua59299.58.80120151
217.602881.1612311.81.21.1527Terra46299.86.00120151
317.524180.3135317.01.11.0527Terra69302.09.30120151
417.757180.3404317.22.51.5833Aqua53300.029.30120151
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latitudelongitudebrightnessscantrackacq_timeconfidencebright_t31frptypemonyeardaysat_Aqua
018.377780.5314318.61.01.080269302.67.701201511
117.589880.9893315.41.21.175059299.58.801201511
217.602881.1612311.81.21.152746299.86.001201510
317.524180.3135317.01.11.052769302.09.301201510
417.757180.3404317.22.51.583353300.029.301201511
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\n", + " " + ] + }, + "metadata": {}, + "execution_count": 48 + } + ] + }, + { + "cell_type": "code", + "source": [ + "import seaborn as sns\n", + "\n", + "\n", + "sns.countplot(df.type)\n", + "plt.title(\"Fire Class Distribution\")\n", + "plt.xticks(range(2), [\"agri\", \"Non-agri\"])\n", + "plt.xlabel(\"Fire Class\")\n", + "plt.ylabel(\"Frequency\")\n", + "plt.show()\n", + "print(\"0: Agricultural , 2: Non-agricultural\")\n", + "print(df.type.value_counts())" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 419 + }, + "id": "XkZ4SqrpyVLm", + "outputId": "8fdb0cc2-51ec-40ae-c4f9-430398c708fa" + }, + "execution_count": 49, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.7/dist-packages/seaborn/_decorators.py:43: FutureWarning: Pass the following variable as a keyword arg: x. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n", + " FutureWarning\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": { + "needs_background": "light" + } + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "0: Agricultural , 2: Non-agricultural\n", + "0 18413\n", + "2 372\n", + "Name: type, dtype: int64\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "sns.distplot(df[df['type'] == 0][\"mon\"], color='g')\n", + "sns.distplot(df[df['type'] == 2][\"mon\"], color='r')\n", + "plt.title('Agricultural and Non-agricultural fire by month', fontsize=17)\n", + "plt.xlim([1,12])\n", + "plt.show()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 389 + }, + "id": "4Eh89QNSy-Uo", + "outputId": "da1ce0fd-1e95-4860-a58e-aa52ca2bdb3b" + }, + "execution_count": 50, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "sns.distplot(df[df['year'] == 2015][\"mon\"])\n", + "sns.distplot(df[df['year'] == 2017][\"mon\"], color='g')\n", + "sns.distplot(df[df['year'] == 2019][\"mon\"], color='b')\n", + "sns.distplot(df[df['year'] == 2021][\"mon\"], color='r')\n", + "\n", + "plt.title('Fire pattern by year', fontsize=17)\n", + "plt.xlim([1,12])\n", + "plt.show()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 458 + }, + "id": "Be0RxzmO0oUg", + "outputId": "399929a8-0336-44a6-8fbc-fd19dafbf556" + }, + "execution_count": 51, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "sns.distplot(df[(df['year'] == 2015) & (df['type']==0)][\"mon\"], label='2015')\n", + "sns.distplot(df[(df['year'] == 2017) & (df['type']==0)][\"mon\"], label='2017')\n", + "sns.distplot(df[(df['year'] == 2019) & (df['type']==0)][\"mon\"], label='2019')\n", + "sns.distplot(df[(df['year'] == 2021) & (df['type']==0)][\"mon\"], label='2021')\n", + "\n", + "\n", + "plt.legend()\n", + "\n", + "# sns.distplot(df[df['year'] == 2017][\"mon\"], color='g')\n", + "# sns.distplot(df[df['year'] == 2019][\"mon\"], color='b')\n", + "# sns.distplot(df[df['year'] == 2021][\"mon\"], color='r')\n", + "\n", + "plt.title('Fire pattern by year', fontsize=17)\n", + "plt.xlim([1,12])\n", + "plt.show()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 458 + }, + "id": "Z3UFyHnj_nAz", + "outputId": "94558281-a923-49fc-ebea-dcb73181b276" + }, + "execution_count": 52, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "import matplotlib.gridspec as gridspec\n", + "\n", + "columns = df.drop('type', axis=1).columns\n", + "grid = gridspec.GridSpec(6, 5)\n", + "\n", + "plt.figure(figsize=(20,10*2))\n", + "\n", + "for n, col in enumerate(df[columns]):\n", + " ax = plt.subplot(grid[n])\n", + " sns.distplot(df[df.type==0][col], bins = 50, color='g')\n", + " sns.distplot(df[df.type==2][col], bins = 50, color='r') \n", + " ax.set_ylabel('Density')\n", + " ax.set_title(str(col))\n", + " ax.set_xlabel('')\n", + " \n", + "plt.show()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "RuFIz3CIDV_r", + "outputId": "2d353b35-3078-4b41-b239-b7736a908ee2" + }, + "execution_count": 53, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "def ztest(feature):\n", + " \n", + " mean = normal[feature].mean()\n", + " std = fraud[feature].std()\n", + " zScore = (fraud[feature].mean() - mean) / (std/np.sqrt(sample_size))\n", + " \n", + " return zScore" + ], + "metadata": { + "id": "x74ZVV_GJL9X" + }, + "execution_count": 54, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "columns= df.drop('type', axis=1).columns\n", + "normal= df[df.type==0]\n", + "fraud= df[df.type==2]\n", + "sample_size=len(fraud)\n", + "significant_features=[]\n", + "critical_value=2.58\n", + "\n", + "for i in columns:\n", + " \n", + " z_vavlue=ztest(i)\n", + " \n", + " if( abs(z_vavlue) >= critical_value): \n", + " print(i,\" is statistically significant\") #Reject Null hypothesis. i.e. H0\n", + " significant_features.append(i)\n", + " else:\n", + " print(\"--------------\", i,\"is INSIGNIFICANT ------------------\") " + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "N0mz9iepLrRe", + "outputId": "2f4be855-bd6c-4d70-9ae5-f19b8112dc67" + }, + "execution_count": 55, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "latitude is statistically significant\n", + "longitude is statistically significant\n", + "brightness is statistically significant\n", + "scan is statistically significant\n", + "track is statistically significant\n", + "acq_time is statistically significant\n", + "-------------- confidence is INSIGNIFICANT ------------------\n", + "bright_t31 is statistically significant\n", + "frp is statistically significant\n", + "mon is statistically significant\n", + "year is statistically significant\n", + "day is statistically significant\n", + "sat_Aqua is statistically significant\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "temp=df['type']\n", + "df['class']=temp\n", + "df=df.drop(['type'],axis=1)" + ], + "metadata": { + "id": "2zZVsaZcML5K" + }, + "execution_count": 56, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "columns = df.columns.tolist()\n", + "target=columns[-1]\n", + "columns = columns[:-1]\n", + "X_train = df.iloc[:, :-1]\n", + "y_train = df.iloc[:, -1]\n", + "y_train[y_train==2]=1\n", + "print(X_train.shape)\n", + "print(y_train.shape)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "BAu0C_p_X9cv", + "outputId": "3ad7a897-7212-4d43-ce5e-568235040146" + }, + "execution_count": 57, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "(18785, 13)\n", + "(18785,)\n" + ] + }, + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:6: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " \n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "model = LocalOutlierFactor(contamination=0.02)\n", + "y_train_pred = model.fit_predict(X_train)\n", + "y_train_pred[y_train_pred == 1] = 0\n", + "y_train_pred[y_train_pred == -1] = 1\n" + ], + "metadata": { + "id": "zIOtZP58XWOY" + }, + "execution_count": 58, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "import itertools\n", + "classes = np.array(['0','1'])\n", + "\n", + "def plot_confusion_matrix(cm, classes,title='Confusion matrix', cmap=plt.cm.Blues):\n", + " plt.imshow(cm, interpolation='nearest', cmap=cmap)\n", + " plt.title(title)\n", + " plt.colorbar()\n", + " tick_marks = np.arange(len(classes))\n", + " plt.xticks(tick_marks, classes, rotation=45)\n", + " plt.yticks(tick_marks, classes)\n", + "\n", + " fmt = 'd' \n", + " thresh = cm.max() / 2.\n", + " for i, j in itertools.product(range(cm.shape[0]), range(cm.shape[1])):\n", + " plt.text(j, i, format(cm[i, j], fmt),\n", + " horizontalalignment=\"center\",\n", + " color=\"white\" if cm[i, j] > thresh else \"black\")\n", + "\n", + " plt.tight_layout()\n", + " plt.ylabel('True label')\n", + " plt.xlabel('Predicted label')" + ], + "metadata": { + "id": "8eYPbdhTYyZu" + }, + "execution_count": 59, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "cm_train = confusion_matrix(y_train, y_train_pred)\n", + "accuracy=(cm_train[0][0]+cm_train[1][1])/(cm_train[0][0]+cm_train[1][1]+cm_train[0][1]+cm_train[1][0])\n", + "acc=[]\n", + "acc.append(accuracy)\n", + "plot_confusion_matrix(cm_train,[\"Agricultural\", \"Non-Agricultural\"])\n", + "print('Accuracy:'+str(accuracy))\n", + "print('All accuracy:'+str(acc))\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 346 + }, + "id": "t15wECrBZR8M", + "outputId": "bbaf5b00-355f-442e-f22d-c29fcc95d6ca" + }, + "execution_count": 60, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Accuracy:0.961671546446633\n", + "All accuracy:[0.961671546446633]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "X_train=X_train.drop(['confidence'],axis=1)" + ], + "metadata": { + "id": "zdJ2zex4ZXyX" + }, + "execution_count": 61, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "model = LocalOutlierFactor(contamination=0.02)\n", + "y_train_pred = model.fit_predict(X_train)\n", + "y_train_pred[y_train_pred == 1] = 0\n", + "y_train_pred[y_train_pred == -1] = 1\n", + "X_train.head()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 206 + }, + "id": "CgkpnaNfbvDk", + "outputId": "7102bff3-a329-4bfa-fb7a-83ca30a5f64c" + }, + "execution_count": 62, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " latitude longitude brightness scan track acq_time bright_t31 frp \\\n", + "0 18.3777 80.5314 318.6 1.0 1.0 802 302.6 7.7 \n", + "1 17.5898 80.9893 315.4 1.2 1.1 750 299.5 8.8 \n", + "2 17.6028 81.1612 311.8 1.2 1.1 527 299.8 6.0 \n", + "3 17.5241 80.3135 317.0 1.1 1.0 527 302.0 9.3 \n", + "4 17.7571 80.3404 317.2 2.5 1.5 833 300.0 29.3 \n", + "\n", + " mon year day sat_Aqua \n", + "0 1 2015 1 1 \n", + "1 1 2015 1 1 \n", + "2 1 2015 1 0 \n", + "3 1 2015 1 0 \n", + "4 1 2015 1 1 " + ], + "text/html": [ + "\n", + "
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latitudelongitudebrightnessscantrackacq_timebright_t31frpmonyeardaysat_Aqua
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\n", + " " + ] + }, + "metadata": {}, + "execution_count": 62 + } + ] + }, + { + "cell_type": "code", + "source": [ + "cm_train = confusion_matrix(y_train, y_train_pred)\n", + "accuracy=(cm_train[0][0]+cm_train[1][1])/(cm_train[0][0]+cm_train[1][1]+cm_train[0][1]+cm_train[1][0])\n", + "acc.append(accuracy)\n", + "plot_confusion_matrix(cm_train,[\"Agricultural\", \"Non-Agricultural\"])\n", + "print('Accuracy:'+str(accuracy))\n", + "print('All accuracy:'+str(acc))\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 346 + }, + "id": "ZuGnjfSJb_p0", + "outputId": "c4f5df38-c337-44c1-c106-bcfc0352230a" + }, + "execution_count": 63, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Accuracy:0.9626297577854671\n", + "All accuracy:[0.961671546446633, 0.9626297577854671]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "change = X_train[['latitude','longitude']]\n", + "from sklearn.preprocessing import StandardScaler\n", + " \n", + "scalar = StandardScaler()\n", + " \n", + "# fitting\n", + "scalar.fit(change)\n", + "scaled_data = scalar.transform(change)\n", + " \n", + "# Importing PCA\n", + "from sklearn.decomposition import PCA\n", + " \n", + "# Let's say, components = 2\n", + "pca = PCA(n_components = 1)\n", + "pca.fit(scaled_data)\n", + "x_pca = pca.transform(scaled_data)\n", + " \n", + "x_pca.shape" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "WJOaxpK3mWgS", + "outputId": "96478a58-98c5-428b-edf2-1c7c0bec0f3a" + }, + "execution_count": 64, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "(18785, 1)" + ] + }, + "metadata": {}, + "execution_count": 64 + } + ] + }, + { + "cell_type": "code", + "source": [ + "X_train['loc']=x_pca\n", + "X_train=X_train.drop(['latitude'],axis=1)\n", + "X_train=X_train.drop(['longitude'],axis=1)\n", + "X_train.head()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 206 + }, + "id": "zkA1coizpfWH", + "outputId": "4f555a3e-cb7a-4460-da00-46aa7dc8eaec" + }, + "execution_count": 65, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " brightness scan track acq_time bright_t31 frp mon year day \\\n", + "0 318.6 1.0 1.0 802 302.6 7.7 1 2015 1 \n", + "1 315.4 1.2 1.1 750 299.5 8.8 1 2015 1 \n", + "2 311.8 1.2 1.1 527 299.8 6.0 1 2015 1 \n", + "3 317.0 1.1 1.0 527 302.0 9.3 1 2015 1 \n", + "4 317.2 2.5 1.5 833 300.0 29.3 1 2015 1 \n", + "\n", + " sat_Aqua loc \n", + "0 1 -0.487333 \n", + "1 1 -1.496181 \n", + "2 0 -1.604571 \n", + "3 0 -1.082837 \n", + "4 1 -0.897589 " + ], + "text/html": [ + "\n", + "
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brightnessscantrackacq_timebright_t31frpmonyeardaysat_Aqualoc
0318.61.01.0802302.67.71201511-0.487333
1315.41.21.1750299.58.81201511-1.496181
2311.81.21.1527299.86.01201510-1.604571
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\n", + " " + ] + }, + "metadata": {}, + "execution_count": 65 + } + ] + }, + { + "cell_type": "code", + "source": [ + "model = LocalOutlierFactor(contamination=0.02)\n", + "y_train_pred = model.fit_predict(X_train)\n", + "y_train_pred[y_train_pred == 1] = 0\n", + "y_train_pred[y_train_pred == -1] = 1\n", + "X_train.head()\n", + "cm_train = confusion_matrix(y_train, y_train_pred)\n", + "accuracy=(cm_train[0][0]+cm_train[1][1])/(cm_train[0][0]+cm_train[1][1]+cm_train[0][1]+cm_train[1][0])\n", + "acc.append(accuracy)\n", + "plot_confusion_matrix(cm_train,[\"Agricultural\", \"Non-Agricultural\"])\n", + "print('Accuracy:'+str(accuracy))\n", + "print('All accuracy:'+str(acc))\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 346 + }, + "id": "7ZmSPeiRgsA5", + "outputId": "d5241e91-26d3-40dd-b176-237ff05c120d" + }, + "execution_count": 66, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Accuracy:0.9628426936385414\n", + "All accuracy:[0.961671546446633, 0.9626297577854671, 0.9628426936385414]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "X_train=X_train.drop(['bright_t31'],axis=1)\n", + "model = LocalOutlierFactor(contamination=0.02)\n", + "y_train_pred = model.fit_predict(X_train)\n", + "y_train_pred[y_train_pred == 1] = 0\n", + "y_train_pred[y_train_pred == -1] = 1\n", + "X_train.head()\n", + "cm_train = confusion_matrix(y_train, y_train_pred)\n", + "accuracy=(cm_train[0][0]+cm_train[1][1])/(cm_train[0][0]+cm_train[1][1]+cm_train[0][1]+cm_train[1][0])\n", + "acc.append(accuracy)\n", + "plot_confusion_matrix(cm_train,[\"Agricultural\", \"Non-Agricultural\"])\n", + "print('Accuracy:'+str(accuracy))\n", + "print('All accuracy:'+str(acc))\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 346 + }, + "id": "N_LH1jj5hW6U", + "outputId": "4260174a-afcf-4bbb-d787-0cd3154bb02c" + }, + "execution_count": 67, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Accuracy:0.9629491615650785\n", + "All accuracy:[0.961671546446633, 0.9626297577854671, 0.9628426936385414, 0.9629491615650785]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n", + " " + ] + }, + "metadata": {}, + "execution_count": 68 + } + ] + }, + { + "cell_type": "code", + "source": [ + "X_train=X_train.drop(['day'],axis=1)\n", + "model = LocalOutlierFactor(contamination=0.02)\n", + "y_train_pred = model.fit_predict(X_train)\n", + "y_train_pred[y_train_pred == 1] = 0\n", + "y_train_pred[y_train_pred == -1] = 1\n", + "X_train.head()\n", + "cm_train = confusion_matrix(y_train, y_train_pred)\n", + "accuracy=(cm_train[0][0]+cm_train[1][1])/(cm_train[0][0]+cm_train[1][1]+cm_train[0][1]+cm_train[1][0])\n", + "acc.append(accuracy)\n", + "plot_confusion_matrix(cm_train,[\"Agricultural\", \"Non-Agricultural\"])\n", + "print('Accuracy:'+str(accuracy))\n", + "print('All accuracy:'+str(acc))\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 346 + }, + "id": "hcijCU9QkIDU", + "outputId": "a1530477-d61c-43e1-8758-655842b64f09" + }, + "execution_count": 69, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Accuracy:0.9629491615650785\n", + "All accuracy:[0.961671546446633, 0.9626297577854671, 0.9628426936385414, 0.9629491615650785, 0.9629491615650785]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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vIvyxuS7bwXHGrjBr1xotcwyxbt1+6VHs2Lc77dq0pPTpC7nw5qf43YV3c+WfDqRp0yYsX76Cky+6B4CnX5nKXjtsztRR5/HNt2WcOOwuINSSz/n7ozx18++RxJvv/Y+RD49HErde8Gtarb0WErwzYw6nXHJfQd5nMZr/6TxOPO5oVq5cyapVq9j/gIPYe/A+/Hyv3Vm0aCFmxpZbbsU/rr8JgL0GDeaZp0ezVc8erNWiBTeNqHJwW8PXMPNwVg05SQ8Fro3P742vmwIPmNkq4FNJz5c7pqL/4zcB5pnZBAAz+wLy1ik+ef1eMTm3AVoShpBmZWYjgBEATVpsUJBuD0eec1uF5dsfXnE76B8vu7/C8uden07/Qy79UfmuR19T49jSrtcWWzL+9Uk/Kn9yTMWtdpL4+7XXV7gtlepgxGExapBJWtK6hMmzt5BkhPHxBjxSxaFfV+MyK/hhc9CadXBM8vq3AUPM7K3YJDKwGrE558oRYcXwtGmof3YOBO40s5+YWVcz6wJ8RFhR4YDYNt2e3BLf+0AHSdsAxPbopoSJVHrHc3Wh4vH2XwKtEq8/BnrGWbHaALtluW4rYJ6kNYDs3SGcczkQTZpkfzREDbImTWjauLxc2UPAZoTVDqYRVkaYDHye7URm9p2kQ4DrJK1FaI/eHRhPSPzTCG3bkys4drGk8QqLVo42sz/FWbHejce+meXSfwNeBxbGn62y7Oucy0FDvTmYTYNM0ma2SwVlwyH0+jCzryStR5jb9Z24vWu5/Y9KPJ8AbMuPVVjDTZ7LzA4rt+1M4Mxsx8TXNxFWfCi/37CKrumcy06CkhJP0g3BE7GpoRlwoZl9WuiAnHP1I4UV6QbbJl0pMxsYl13vaWa3FToe51z9qW0/aYWFZhfEJsxM2ZVx7MXbkh6JlUAkdZW0LI6TmCLp5sQxfSW9I6lU0nDFi0taN47hmBl/tv1xFD+UuiTtnGucJOrixuFtwKByZWMJ4yG2BGYA5yS2fRArhb3N7KRE+U3A8YQltbonznk2MM7MugPj4uusPEk751Iiey06l5q0mb1E6CWWLHsmLhwL8BphAdnKowhrIq5jZq/FdQ3vAIbEzfsCt8fntyfKK+VJ2jmXGjnUpNtJmph4nFDNSxwDjE687ibpTUkvStoxlnUi9DLLmB3LANqbWWa+2E+B9lVdMI03Dp1zjZFyunG4yMz61ej00l8IA9b+E4vmARvFrrh9gUclbZ7r+czM4mC8rDxJO+dSQZC3AStxVPA+wG6xCQMzWw4sj88nSfoA6AHM4YdNIp1jGcB8SR3MbF5sFllQ1bW9ucM5lxr5mAUvTsZ2JvBLM/smUb6+4rTDkjYm3CD8MDZnfCFp29ir4wjgsXjYKODI+PzIRHmlvCbtnEuN2vaTlnQPYTqJdpJmA+cRenM0B8bGRP9a7MmxE3CBpDJgFXCSmWVuOv6W0FNkLUIbdqYd+zLgfknHEqaROLiqmDxJO+dSIdMFrzbMrKIFRCqc49XMHiJMR1HRtolArwrKF5N9Tp8f8STtnEuJhjuxfzaepJ1zqdFQZ7rLxpO0cy4dcuuC1+B4knbOpULogpe+DmuepJ1zqeE1aeecK1Z10LujGHmSds6lghpb7w5J1xEWd62QmZ2Sl4icc66GUpijs9akJ9ZbFM45VwdKGlNzh5ndnnwtqUVy3LpzzhUTKZ0L0VbZX0XSzyRNA6bH11tJujHvkTnnXDWVNFHWR0OUS6fCfwB7AYsBzOwtwsQizjlXVKTsj4Yop94dZvZJua8RK/MTjnPO1YyAkoaaibPIJUl/Imk7wCStAfwBeC+/YTnnXDXVYs7oYpZLc8dJwO8Ia3TNBXrH1845V1QaZXOHmS0CDq+HWJxzrsZEOrvg5dK7Y2NJj0taKGmBpMfiUjHOOVdUart8lqSRMc+9myhbV9JYSTPjz7axXJKGSyqV9LakPoljjoz7z5R0ZKK8r6R34jHDlUNQuTR33A3cD3QAOgIPAPfkcJxzztUbqU664N0GDCpXdjYwzsy6A+Pia4C9CesadgdOAG4KcWhdwrJbA4D+wHmZxB73OT5xXPlr/UguSbqFmd1pZivi4y5gzRyOc865eqUqHlUxs5eAJeWK9wUyg/tuB4Ykyu+w4DWgTVwBfC9grJktMbPPgLHAoLhtHTN7La44fkfiXJXKNnfHuvHpaElnA/cS5vI4BHiq6rfrnHP1J8c26XaSklNejDCzEVUc0z6uAA7wKdA+Pu8EfJLYb3Ysy1Y+u4LyrLLdOJxESMqZd31iYpsRVtB1zrnikFu78yIz61fTS5iZSap04rl8yDZ3R7f6DMQ552orT93s5kvqYGbzYpPFglg+B+iS2K9zLJsDDCxX/kIs71zB/lnltNaMpF6SDpZ0ROaRy3HOOVdfMs0deZi7YxSQ6aFxJPBYovyI2MtjW+Dz2CwyBthTUtt4w3BPYEzc9oWkbWOvjiMS56pUlf2kJZ1H+KvQk9AWvTfwCqHR2znnikZtRxxKuoeQ79pJmk3opXEZcL+kY4GPgYPj7k8Bg4FS4BvgaAAzWyLpQmBC3O8CM8vcjPwtoQfJWsDo+Mgql2HhBwJbAW+a2dGS2gN35XCcc87VG6n2c3eY2dBKNu1Wwb5GJaOvzWwkMLKC8olAr+rElEuSXmZmqyStkLQOoT2mS1UHOedcfWuoQ7+zySVJT5TUBriF0OPjK+C/eY3KOedqoFEuRGtmv41Pb5b0NKEz9tv5Dcs556pHiCYprEpnG8zSJ9s2M5ucn5BcLnpvthEvvTq80GGkWtOSnDo/uVqo05TagGe6yyZbTfrqLNsM2LWOY3HOuVppVJP+m9ku9RmIc87VhkjnQrQ5LZ/lnHMNQdMUtlB5knbOpUJYfcVr0s45V7TSeK83l5VZJOlXks6NrzeS1D//oTnnXO4ENJGyPhqiXP7u3Aj8DMgMl/wSuCFvETnnXA2VKPujIcqluWOAmfWR9CaAmX0mqVme43LOuWpRA64tZ5NLki6TVELoG42k9YFVeY3KOedqIIU5OqckPRx4BNhA0sWEWfH+mteonHOumgQ0baRzd/xH0iTCVH0ChpjZe3mPzDnnqqlR1qQlbUSY0PrxZJmZ/S+fgTnnXLXUwXzSxSiX3h1PAk/En+OAD8lhNQHnnKtPoQte9keV55A2kTQl8fhC0qmShkmakygfnDjmHEmlkt6XtFeifFAsK5V0dk3fVy7NHVuUexN9CEvAOOdcUanFOoYAmNn7QG+A2GFiDuGe3NHANWZ2VXJ/ST2BQ4HNgY7As5J6xM03AHsAs4EJkkaZ2bTqxlTtEYdmNlnSgOoe55xz+ZSpSdeh3YAPzOzjLMPN9wXuNbPlwEeSSoHMYL9SM/sQQNK9cd+6T9KSTku8bAL0AeZW90LOOZdXuc0n3U7SxMTrEWY2opJ9DwXuSbw+WdIRwETgdDP7DOgEvJbYZ3YsA/ikXHmNKre51KRbJZ6vILRNP1STiznnXL7k2AVvkZn1q/JcYcDeL4FzYtFNwIWE8SIXEubbP6bGwVZD1iQd22RamdkZ9RGMc87VRh127tgbmGxm8wEyP8M1dAuhMwWENuvkwtydYxlZyqul0t4dkpqa2Upg+5qc2Dnn6pMQJcr+qIahJJo6JHVIbNsPeDc+HwUcKqm5pG5Ad+ANYALQXVK3WCs/NO5bbdlq0m8Q2p+nSBoFPAB8ndloZg/X5ILOOZcXOXazq/I00tqEXhknJoqvkNSb0NwxK7PNzKZKup9wQ3AF8LtYuUXSycAYoAQYaWZTaxJPLm3SawKLCWsaGqHpxwBP0s65oiFq3wUPwMy+BtYrV/brLPtfDFxcQflTwFO1jSdbkt4g9ux4l++T8+rr1/bCzjlX1xrbLHglQEsqXnXdk7RzruikMEdnTdLzzOyCeovEOedqQSmduyNbkk7fu3XOpVoak1a2JL1bvUXhnHO1JBpZTdrMltRnIM45V1spzNHVn2DJOeeKUWYwS9p4knbOpUaW2eoaLE/SzrnUSF+K9iTtnEuJxtgFzznnGhRv7nDOuSJWxyuzFAVP0s65VBDQJIWt0p6knXMpoUY3wZJzzjUoKczRnqSdc+mQ1t4dlS6f5Vx1fPvttwzcYVt+ts3WbLP1Flx8wbAfbP/TaX9gw/XW+UHZww/eT7/evdhm6y045ojD6zHahu+TTz5hr913Yeste9Jnq825fvi1q7fdeP11bNVrU/pstTl/PvvMAkZZ/6Tsj9zOoVmS3pE0JbOyuKR1JY2VNDP+bBvLJWm4pFJJb0vqkzjPkXH/mZKOrOl78pq0qxPNmzfniaefpWXLlpSVlbHnrjuxx16D6D9gWyZPmsjSzz77wf6lpTO5+srLGfv8y7Rt25aFCxYUKPKGqWnTplx2xdVs3acPX375JdsN6Mtuu+/BggXzeeLxx3hj0ls0b96cBY3sc1Xd3TjcxcwWJV6fDYwzs8sknR1fn0VYsLZ7fAwgrCo+QNK6wHlAP8L8+5MkjTKzH/6PkAOvSbs6IYmWLVsCUFZWRllZGZJYuXIlfz3nLC685PIf7H/byFs5/sTf0LZtWwDW32CDeo+5IevQoQNb9wmVtlatWrHpppsxd+4cRvzzJs4482yaN28OwAaN6HPNzIJXRwvRlrcvcHt8fjswJFF+hwWvAW3iorV7AWPNbElMzGOBQTW5sCdpV2dWrlzJdv37sHGXDdllt93Zpv8A/nnTDQze5xds2KHDD/YtnTmD0tKZ7D5wR3bZaTvGPvN0gaJu+D6eNYspU95km/4DKJ0xg/GvvMyO2w1gj113ZuKECYUOr17l0NzRTtLExOOECk5jwDOSJiW2tzezefH5p0D7+LwT8Eni2NmxrLLyastbc4ckA/5uZqfH12cALc1sWB2dvx0wD/i9md1cg+N/CfQ0s8tqcOxtwBNm9qCkU4ERZvZNdc9TybkHAmeY2T51cb76VFJSwqtvTGbp0qUcdvABvPLySzzy0IOMHvvcj/ZdsWIFH5TOZPTY55gzezaDdh/Ia5Peok2bNgWIvOH66quvGHrwAVx59T9YZ511WLFyBUuWLOGl8a8xccIEfnXYwbw348NUjsQrL8f5pBeZWb8q9tnBzOZI2gAYK2l6cqOZWcxv9SKfNenlwP4xmebDQcBrwNDqHiipqZmNqkmCrsCpQIvqXr8Orlu02rRpw047D+TlF1/gww9L2apnDzbvsTHffPMNW/XsAUCnTp0Z/PNfsMYaa9C1Wzf+r3sPPiidWeDIG5aysjKGHnwAhww9nCH77Q+Ez3XIfvsjiW3696dJkyYsWrSoijOlhar8LxdmNif+XAA8AvQH5sdmDOLPTGP/HKBL4vDOsayy8mrLZ5JeAYwA/lh+g6Sukp6Ld0PHSdoolt8W75S+KulDSQdmOf9Q4HSgk6TOiXMfK2mGpDck3SLp+sS5b5b0OnCFpKMS29pLekTSW/GxXYzx3cR5z5A0rNz7OAXoCDwv6flY9lVi+4Gx1l3R9ftL+q+kN+P73aQan23RWbhwIUuXLgVg2bJlPDfuWXr36cMHH89l6owPmTrjQ1q0aMFb02YAsM8v9+Xll14EYNGiRZTOnEHXbhsXLP6Gxsw46fhj2WTTzfjDH09bXf6LXw7hxReeB2DmjBl89913tGuXr3pSkVEYFp7tUeUppLUltco8B/YE3gVGAZkeGkcCj8Xno4AjYi+PbYHPY7PIGGBPSW1jT5A9Y1m15btGdwPwtqQrypVfB9xuZrdLOgYYzvcN8R2AHYBNCR/Ag+VPKqkL0MHM3pB0P3AIcLWkjsDfgD7Al8BzwFuJQzsD25nZSklHJcqHAy+a2X6SMqukt63qzZnZcEmn8eM7wZVJXn8dYEczWyFpd+AS4IBsB8f2sRMAunTZKIfL1Z/5n87jxOOOZuXKlaxatYr9DziIvQdX3mKz+x57Me7ZsfTr3YuSkhIuuvRy1ltvvXqMuGF7dfx47v7PnfTqtQUD+vYG4PyLLuHIo4/hxOOOoW/vXjRboxm3jry9UTR1QBwWXvv32h54JH5mTYG7zexpSROA+yUdC3wMHBz3fwoYDJQC3wBHQ1jZStKFQOamwAU1Xe0qr0nazL6QdAdwCrAsselnwP7x+ToentUAABTJSURBVJ1AMok/amargGmS2lOxQ4D74/N7gZHA1YSvJS9mPgxJDwA9Esc9YGYrKzjfrsARMeaVwOeZfpB1LHn91sDtkroTblSsUdXBZjaC8O2EPn371VubWC56bbEl41+flHWfTxd/sfq5JC674mq44up8h5ZK2++wA8vKKv4n8O877qrnaIpHbVO0mX0IbFVB+WIqWPfVzAz4XSXnGknITbVSH22j/wAmA//Ocf/liecCkHQx8HMAM+tNaOrYUFJmBETHmOyq8nWOMUBorkk2B62Z43HJ/3PKH5O8/oXA87H23hV4oRqxOecqkMZvDXnvghdrtfcDxyaKXwUOjc8PB16u4hx/MbPeZtZbUg9CL5FOZtbVzLoClxIS9wRg59gO1JQqmg8SxgG/AZBUIqk1MB/YQNJ6kpoDlX13/xJolXg9X9JmkpoA+2W5Zmu+v5FwVI5xOueyqIsRh8WmvvpJXw0k7178Hjha0tvAr4E/VONcQwl3XJMeAobGu7KXAG8A44FZwOc5nPMPwC6S3gEmEbrmlQEXxHONBaZXcuwI4OnMjUPCSKQnCH+I5lVyDIQmnkslvYmP/HSuTqQxSSs0qaSHpJZm9lWsST8CjDSz8km9wevTt5+99OobhQ4j1ZqW+FivfNt+QD8mTZpYJ+mz5xZb2x2jXsy6zzYbt56UQz/popLGf4XDJE0hdJv5CHi0wPE45+pDHXTBK0ap+5ptZmcUOgbnXIE00EScTeqStHOuscp9VGFD4knaOZcKYTBLoaOoe56knXPp4UnaOeeKly9E65xzRSx9KdqTtHMuLZTOYeGepJ1zqSAa7qjCbDxJO+dSI4U52pO0cy490tjckcZh4c65Rqq2EyxJ6iLpeUnTJE2V9IdYPkzSHElT4mNw4phzJJVKel/SXonyQbGsVNLZNX1PXpN2zqVGHVSkVwCnm9nkuIzWJElj47ZrzOyqH15PPQnTLm9OWErv2TidMoSVqfYgrBQ+QdIoM5tW3YA8STvnUkFQ62HhcX3CefH5l5LeAzplOWRf4F4zWw58JKmUsEIUQGlc6QVJ98Z9q52kvbnDOZcOdTwLXlwxaWvg9Vh0clw8e2Rieb1OwCeJw2bHssrKq82TtHMuPVTFA9pJmph4nFDhaaSWhMVETjWzL4CbgJ8CvQk17XpbnNObO5xzKaFchoUvqmrSf0lrEBL0f8zsYQAzm5/Yfgth9SUIS+B1SRzeme+XxausvFq8Ju2cS4WqKtG5tHYo9OH7F/Cemf09Ud4hsdt+hEVFAEYBh0pqLqkb0J2w5N4EoLukbpKaEW4ujqrJ+/KatHMuPWrfu2N7wrqr78QVngD+DAyV1BswwtqpJwKY2VRJ9xNuCK4AfmdmKwEknQyMAUoIy/hNrUlAnqSdc6lR21nwzOwVKk71T2U55mLg4grKn8p2XK48STvnUiN94w09STvn0sJnwXPOueLls+A551yR8zUOnXOuiPlq4c45V8zSl6M9STvn0kE1mJ+jIfAk7ZxLDW/ucM65Iua9O5xzroh5knbOuSKl3GbBa3B8FjznnCtiXpN2zqVGCivSnqSdcymh2s+CV4w8STvnUiHXif0bGk/SzrnU8FnwnHOuiKUwR3uSds6lhydp55wrYmkcFi4zK3QMrgYkLQQ+LnQc1dAOWFToIBqBhvY5/8TM1q+LE0l6mvD+s1lkZoPq4nr1xZO0qxeSJppZv0LHkXb+OaePjzh0zrki5knaOeeKmCdpV19GFDqARsI/55TxNmnnnCtiXpN2zrki5knaOeeKmCdpV/QkNYk/0zdSwbkqeJJ2RU3S+sDRktqZ30ApKEltCx1DY+RJ2hW77eLjIEnrFjqYxkrSmsBVks4vdCyNjSdpV9TM7DFgNLApMFTSegUOqbFaCdwNdJd0VqGDaUw8SbuilGx/NrMHgeeBzYBDM4na26jrj5mVAS8DNwH9PFHXH+8n7YqOJJmZSdoe6AiUmtmbkgYDg4GpwANm1pAmEmqQEr+LNc3s21i2I/AHYIKZXV7YCNPPa9Ku6MSk8EvgOmBz4HxJvyc0ezwO9CM0ffhUu3mUSNA/B+6T9A9JB5jZy8C1QB9J5xY4zNTzJO2KjqRuwNHAPsD7wMaExHyamY0BHgKeM7MVhYsy/WKCHgRcAlwElADDJR0XE/XNhES9cSHjTDuvibiiIqkvsB7wF6ALcCawP7AbcHL82n1xAUNMvUQNen2gLXAY0BXYGjgFuELSSjP7t6QpZvZZAcNNPa9Ju6IhaVPCjakZZjYN6AQ8YmYzgNmEG1ejChhioxAT9J7AMGA8MJ/QBn2amT0EvA1cIqmTJ+j885q0KwqS+hAS9ANmNisWLwCGxbbno4GjzOydAoXYaEjaBPgdcK6Z/U9Sa8IfyaaSdgEWA7uY2ZxCxtlYeE3aFZykFsA7wFfAnpmudWb2CjCQkKyPMLNxBQuykZC0NnA+4VtMMwAz+5xQmz4J+BfwpJlNL1iQjYx3wXMFFWttxwO3Ah8AY4APzOz4xD7yIeH5J6kX8DXhG/YFwBuE5qZZcfsGQDMzm+2/k/rjNWlXaN8CawFHAT8BBgFdJd2V2cGTQf7FbzO/AC4Hygi9OfoC+2R6b5jZAjObHZ/776SeeJJ2BSGpt6SfmtnHwBWE2tuJQHtC17uNJG1RyBjTrtyozm+Ax4AJhOaOr4DLgF2AX8a5O1wBeHOHqxeSmpnZd/H5+sCRhARwspl9JKkrocnjM+DPhFGG/o8zTxLd7PoDfzKzg2L5JsB+wCaEbpDtgCZmNqVw0TZuXpN2eSepBDhQ0iBJWxP6Po8mtHleHmvUs4AHgDUJ36Y9QeeBpLUlrRsTdE9CzXkrSXcAmNn7wGtAL8I3nBmeoAvLu+C5vJK0tpl9LWkCYZKkNYAdzGympG+AXwH3SLqFcAPxVDMrLWDIadcDOFfSaOB0wjSwPYFJku4ys18BnwPvAZdm5utwheM1aZc3sTvXy5IOBT4EZgBLCUO8MbOPgCsJzRwDgL/FbneujklqL2k3M3sTmEPok36BmS2Ow+v7AFtIeowwYOh+M3uvgCG7yGvSLm9iDfoyQk+B+Wa2q6QtgdviV+4bgI2Ah4FbzWyVd+3KmwOA3eLAoJeAb4DTJL1pZtPMbKWk3oTpYGVmU/13URz8xqHLC0lNzGxVfP4LwqxpZ5jZw5J2BkYAzwDbAiea2eTCRds4SDqF0LTxmJmNjnNC/wrYk9AMsrOZXVDIGN2PeU3a5UWsFfcFOpvZY5JWAddLWmVmj0o6gNDl7hxP0PkXv7kMl3QScFj8PVweF/m9lzCR0rCCBukq5Ena5VNfwkoqq8zs8dgt9xpJzc3sPkl/8CaO/JPUEfirpDfM7Ob4ezg8/l4ulXQ/oUfNh/67KD6epF2di7OjzTGzEZJWAsfH5o/HJK0BXCfpRcKcHD56LQ/KJdvPgbcIcz9/FxO1ASdIWsPMnsoc57+L4uNJ2tUpSRsSVlJ508xuMLN/xX7Sl8ca9P2SxpvZwkLHmmaxH/T2QAszGxuH2R8EbC9pmZn9M95EnF3YSF1VvAueq7XM8GJJXQhd7F4GNpd0HICZjSB0vztC0vqeoOtNN2CEpF3N7GvCijZlwJ8kHRb/iL5d2BBdVbwm7WolMbx4b+AaYHdCP9syYAdJpwEvAgZc5Ak6fxK/i4FAC+Aewud+jaTTzexZSWOBDQAfRdhAeJJ2NZLpYheTQm/CoJQTMrOkSXqCMA/HscDhwDAze61wEadb5vchaQ/C2oNHmdlK4D/xm869km4GDiH8nqYVMl6XO+8n7aot9hboC4w2sxWStgUONLMzJDUDVllikVhJHc1srvccqHuS1gO+MLMySS0J3en+GXvTJPuq70T4nU0xs+cLGLKrJm+TdjXRgzDMu2Wc0W4ZcIik/mb2XUzce0o6BsDM5safnqDrUBx2fwzQMf4B/Ar4lO9vBjaP+/3UzF4ys2s8QTc8nqRdtZnZC4SmjGsJPQZmAH8DLpW0f/zKfSWxi53Lm+XALYQh3n+LA1OWEj57zGyZpH7AzZI6FC5MVxve3OGqTWEl6f8jJIddCLPbvQhsA5wALAT+Y2ZPeBNHfiTaoLcCtgR2BN42s+vj4JQNgMnArsD5ZvZIAcN1teBJ2lVLnCDp94QJkV6XtB+wPzAOuCMmjpI4YY8n6DyStANwHvBHoCMwBJgWE/XuhGXJFprZa/67aLi8d4fLWWwDfZBQU/4YwMweiaMKjwKaSrrTzJbHbZ4U8iT+sfw1cJ+ZvStpJlACDJb0F+CqzO8B/HfRkHmbtMuJpM6ENtD9gdaEtmgAzGwUcCcwIZkYXF79FNgK2FJSu/i5PwuMJdSquxQyOFd3vLnDVSoxOGIAYb27SWZ2fqzFPQT83cxuKmyUjUPid7EZcCBwMWFl9cOBR4BxZvZZnBuljQ8aSg9v7nCViklhMHA2MJ0wxeVSM7s2TjU6JrY/X1/YSNMv/i52B44g9Hf+ljDCcy3gl0AzSaPN7DNCc5RLCU/SrlJxoMTvCaMFn4u9Oo5TWLfwkpjAWxc2ysZBYVXvfwFHA1MJK9qcQ6hRNwd+ATxXsABd3niSdqtJ2gTYGhhvZp+Y2WJJnwCbSXrRzJ6R1B64RNJcM7stHuc9B/Ik01MG2Bh4JP6xfAnYDTiLUKO+CnjGzBYVMFSXJ37j0AGrZ7I7gXAD8ApJ18ZhxlOAlsAOcddJQClwhqRNwXsO1DVJG0rqARATNMAHwK6SdjSzFWY2hrCg7ObAfma2KA5mcSnjNw7danGk4HnAkcDfgXcJgyIEfA2sT6hp/xz4HWHujmcLE206SVqL8Efwa+ApwpJWK8zsK0mnEpLy6LjPzcAEYJmZnV2YiF2++V9et5qZjQUWAYeZ2b6ERDAY+BmwAlgC7E1oD/1F3O7qkJktA64mJOguwI2E4fabAHcTutidQRiSfyJhMd/OktbMzOvt0sWTtAO+n7ifcCOqWRxufDqhZn0KYQmmfxJuUl0L7G9mswoQamMwndDX+UjCVK8rgNcJfdS/NLPtCN3vNiS0R19uZt96s1M6eXOH+wFJGxDapXcCTjWzf8byFmb2TXze3szmFzDM1JP0b8JsdiOBBwhJegZh1ruDgLnAqcCDZja9UHG6/PMk7X5E0jbAcEJteV5iMp/V8xO7/Eh81j0JvTd2AYab2VVxeysz+zI+L0ncWHQp5c0driJTCH1xd0wmZk/Q9SLT7PQhsIows10mQZckErQ8QTcOnqTdj5hZGaH9ebYn5vojqVmcPbAbMJQwFL+jwqrfye543u2xEfHBLK5CZjah0DGkWWIuji0JozbfMbOlcWmyuwjdG+dKGocP827UvE3auQKJ/dJvJyyYsB0wAFgP2MrM7o77rGtmSwoXpSs0b+5wrgDiaM2DCDdnhxIWkH0VmG9md0tqGmvbnqAbOW/ucK4exaHbzYHTgD6EQSuY2VmSDCiVtJmZzStgmK6IeE3auXqQGCy0RhxVeBYwHugX26WJQ7tvBTYrTJSuGHmbtHN5lrhJuBfwG2A+YXDKXcA/CEPxHzWzyeWPKUjArqh4c4dzeZJJtDFB/4wwJ8ffgK+AEYSbhKcTJkraT9LMTD9oT9Auw2vSzuWBpPUJq3ffE2ew2wfY0czOSmx/DjgU+AZoaWbvFCxgV7S8Ju1cfmxP6FLXPM7D8S1hiDcAZrYw9oFua2ZTCxSjawD8xqFzdUhSSXz6OGHe502AI+K825MlTZC0eVyvcHfguwKF6hoIb+5wro7EOZ+PI8zx/JKZLZe0N2EO7nfNbISki4FOhLmi/25mTxYuYtcQeJJ2ro5I2hl4HpgJ3E9Yl/BKYA+gGTAnsS5kKzP70ntxuKp4knauDknaAXiC0B59ANAW2I8wN/T/EZbDGgk+q6DLjd84dK4OmdkrkoYCDwLbxdryE8AWhIV+P/Lk7KrDa9LO5YGkwcB1wDaZ+TcSg1q8icPlzGvSzuWBmT0laRUwXdImZvZZJjF7gnbV4TVp5/JI0s+Br83shULH4homT9LO1QNv4nA15UnaOeeKmI84dM65IuZJ2jnnipgnaeecK2KepF3RkLRS0hRJ70p6QFKLWpzrNkkHxue3SuqZZd+BkrarwTVmSWqXa3m5fb6q5rWGSTqjujG6hs+TtCsmy8yst5n1IswOd1Jyo6Qa9es3s+PMbFqWXQYSVut2ruh4knbF6mXg/2It92VJo4BpkkokXRmn/Hxb0okQurhJul7S+5KeBTbInEjSC5L6xeeDJE2W9JakcZK6Ev4Y/DHW4neUtL6kh+I1JkjaPh67nqRnJE2VdCsgqiDpUUmT4jEnlNt2TSwfFxcBQNJPJT0dj3k5riruGjEfceiKTqwx7w08HYv6AL3M7KOY6D43s20kNQfGS3oG2Jowd3NPoD0wjTiRUeK86wO3ADvFc61rZksk3Qx8ZWZXxf3uBq6J83BsBIwhLA57HvCKmV0QB6kcm8PbOSZeYy1ggqSHzGwxsDYw0cz+KOnceO6TCctqnWRmMyUNAG4Edq3Bx+hSwpO0KyZrSZoSn78M/IvQDPGGmX0Uy/cEtsy0NwOtge7AToSlqlYCcyU9V8H5tyXM8/wRQGZOjQrsDvT8foFv1pHUMl5j/3jsk5I+y+E9nSJpv/i8S4x1MbAKuC+W3wU8HK+xHfBA4trNc7iGSzFP0q6YLDOz3smCmKy+ThYBvzezMeX2G1yHcTQBtjWzbyuIJWeSBhIS/s/M7BtJLwBrVrK7xesuLf8ZuMbN26RdQzMG+I2kNQAk9ZC0NvAScEhss+5AYj3BhNeAnSR1i8euG8u/BFol9nsG+H3mhaRM0nwJOCyW7U2YKzqb1sBnMUFvSqjJZzQBMt8GDiM0o3wBfCTpoHgNSdqqimu4lPMk7RqaWwntzZMlvQv8k/CN8BHCiijTgDuA/5Y/0MwWEuZ0fljSW3zf3PA4sF/mxiFwCtAv3picxve9TM4nJPmphGaP/1UR69NAU0nvAZcR/khkfA30j+9hV+CCWH44cGyMbyqwbw6fiUsxn7vDOeeKmNeknXOuiHmSds65IuZJ2jnnipgnaeecK2KepJ1zroh5knbOuSLmSdo554rY/wMODDVbDjRVoQAAAABJRU5ErkJggg==\n" + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "X_train=X_train.drop(['year'],axis=1)\n", + "model = LocalOutlierFactor(contamination=0.02)\n", + "y_train_pred = model.fit_predict(X_train)\n", + "y_train_pred[y_train_pred == 1] = 0\n", + "y_train_pred[y_train_pred == -1] = 1\n", + "X_train.head()\n", + "cm_train = confusion_matrix(y_train, y_train_pred)\n", + "accuracy=(cm_train[0][0]+cm_train[1][1])/(cm_train[0][0]+cm_train[1][1]+cm_train[0][1]+cm_train[1][0])\n", + "acc.append(accuracy)\n", + "plot_confusion_matrix(cm_train,[\"Agricultural\", \"Non-Agricultural\"])\n", + "print('Accuracy:'+str(accuracy))\n", + "print('All accuracy:'+str(acc))\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 346 + }, + "id": "avrYWWGMlFSk", + "outputId": "bdeea362-d637-4a70-888a-43fd964688e8" + }, + "execution_count": 70, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Accuracy:0.9629491615650785\n", + "All accuracy:[0.961671546446633, 0.9626297577854671, 0.9628426936385414, 0.9629491615650785, 0.9629491615650785, 0.9629491615650785]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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brightnessscantrackacq_timefrpmonsat_Aqualoc
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\n", + " " + ] + }, + "metadata": {}, + "execution_count": 71 + } + ] + }, + { + "cell_type": "code", + "source": [ + "X_train=X_train.drop(['frp'],axis=1)\n", + "model = LocalOutlierFactor(contamination=0.02)\n", + "y_train_pred = model.fit_predict(X_train)\n", + "y_train_pred[y_train_pred == 1] = 0\n", + "y_train_pred[y_train_pred == -1] = 1\n", + "X_train.head()\n", + "cm_train = confusion_matrix(y_train, y_train_pred)\n", + "accuracy=(cm_train[0][0]+cm_train[1][1])/(cm_train[0][0]+cm_train[1][1]+cm_train[0][1]+cm_train[1][0])\n", + "acc.append(accuracy)\n", + "plot_confusion_matrix(cm_train,[\"Agricultural\", \"Non-Agricultural\"])\n", + "print('Accuracy:'+str(accuracy))\n", + "print('All accuracy:'+str(acc))\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 366 + }, + "id": "BJMErVPilh67", + "outputId": "a71dc1a9-2abc-4949-ec25-e71140724b62" + }, + "execution_count": 72, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Accuracy:0.9634815011977642\n", + "All accuracy:[0.961671546446633, 0.9626297577854671, 0.9628426936385414, 0.9629491615650785, 0.9629491615650785, 0.9629491615650785, 0.9634815011977642]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "X_train=X_train.drop(['scan'],axis=1)\n", + "model = LocalOutlierFactor(contamination=0.02)\n", + "y_train_pred = model.fit_predict(X_train)\n", + "y_train_pred[y_train_pred == 1] = 0\n", + "y_train_pred[y_train_pred == -1] = 1\n", + "X_train.head()\n", + "cm_train = confusion_matrix(y_train, y_train_pred)\n", + "accuracy=(cm_train[0][0]+cm_train[1][1])/(cm_train[0][0]+cm_train[1][1]+cm_train[0][1]+cm_train[1][0])\n", + "acc.append(accuracy)\n", + "plot_confusion_matrix(cm_train,[\"Agricultural\", \"Non-Agricultural\"])\n", + "print('Accuracy:'+str(accuracy))\n", + "print('All accuracy:'+str(acc))\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 366 + }, + "id": "eUcj0W_llnNV", + "outputId": "02d2f895-180c-4294-e956-c60bad80f994" + }, + "execution_count": 73, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Accuracy:0.9634815011977642\n", + "All accuracy:[0.961671546446633, 0.9626297577854671, 0.9628426936385414, 0.9629491615650785, 0.9629491615650785, 0.9629491615650785, 0.9634815011977642, 0.9634815011977642]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "X_train=X_train.drop(['track'],axis=1)\n", + "model = LocalOutlierFactor(contamination=0.02)\n", + "y_train_pred = model.fit_predict(X_train)\n", + "y_train_pred[y_train_pred == 1] = 0\n", + "y_train_pred[y_train_pred == -1] = 1\n", + "X_train.head()\n", + "cm_train = confusion_matrix(y_train, y_train_pred)\n", + "accuracy=(cm_train[0][0]+cm_train[1][1])/(cm_train[0][0]+cm_train[1][1]+cm_train[0][1]+cm_train[1][0])\n", + "acc.append(accuracy)\n", + "plot_confusion_matrix(cm_train,[\"Agricultural\", \"Non-Agricultural\"])\n", + "print('Accuracy:'+str(accuracy))\n", + "print('All accuracy:'+str(acc))\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 366 + }, + "id": "8Q6XbjsNly6G", + "outputId": "0ee9bad7-c39b-4a4f-dcaa-e1a43c2cbb7a" + }, + "execution_count": 74, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Accuracy:0.9634815011977642\n", + "All accuracy:[0.961671546446633, 0.9626297577854671, 0.9628426936385414, 0.9629491615650785, 0.9629491615650785, 0.9629491615650785, 0.9634815011977642, 0.9634815011977642, 0.9634815011977642]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "X_train=X_train.drop(['sat_Aqua'],axis=1)\n", + "model = LocalOutlierFactor(contamination=0.02)\n", + "y_train_pred = model.fit_predict(X_train)\n", + "y_train_pred[y_train_pred == 1] = 0\n", + "y_train_pred[y_train_pred == -1] = 1\n", + "X_train.head()\n", + "cm_train = confusion_matrix(y_train, y_train_pred)\n", + "accuracy=(cm_train[0][0]+cm_train[1][1])/(cm_train[0][0]+cm_train[1][1]+cm_train[0][1]+cm_train[1][0])\n", + "acc.append(accuracy)\n", + "plot_confusion_matrix(cm_train,[\"Agricultural\", \"Non-Agricultural\"])\n", + "print('Accuracy:'+str(accuracy))\n", + "print('All accuracy:'+str(acc))\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 366 + }, + "id": "peaHKJYvwt4w", + "outputId": "80da079b-a91f-4f8e-e973-da64dc4df759" + }, + "execution_count": 75, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Accuracy:0.9634815011977642\n", + "All accuracy:[0.961671546446633, 0.9626297577854671, 0.9628426936385414, 0.9629491615650785, 0.9629491615650785, 0.9629491615650785, 0.9634815011977642, 0.9634815011977642, 0.9634815011977642, 0.9634815011977642]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n", + " " + ] + }, + "metadata": {}, + "execution_count": 76 + } + ] + }, + { + "cell_type": "code", + "source": [ + "import matplotlib.gridspec as gridspec\n", + "\n", + "X_train['type']=y_train\n", + "new_df=X_train\n", + "\n", + "columns = new_df.drop('type', axis=1).columns\n", + "grid = gridspec.GridSpec(6, 5)\n", + "\n", + "plt.figure(figsize=(20,10*2))\n", + "\n", + "for n, col in enumerate(new_df[columns]):\n", + " ax = plt.subplot(grid[n])\n", + " sns.distplot(new_df[new_df.type==0][col], bins = 50, color='g')\n", + " sns.distplot(new_df[new_df.type==1][col], bins = 50, color='r') \n", + " ax.set_ylabel('Density')\n", + " ax.set_title(str(col))\n", + " ax.set_xlabel('')\n", + " \n", + "plt.show()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 517 + }, + "id": "17jtL2rfxiLo", + "outputId": "ace6d2d6-b355-47af-e536-c9fa7940810e" + }, + "execution_count": 77, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n", + "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", + " warnings.warn(msg, FutureWarning)\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "import csv\n", + " \n", + "field_names = ['fireID', 'class']\n", + " \n" + ], + "metadata": { + "id": "rEDdfVH4x8kk" + }, + "execution_count": 78, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "y_train_pred[y_train_pred==0]=3\n", + "y_train_pred[y_train_pred==1]=0\n", + "y_train_pred[y_train_pred==3]=1\n", + "\n", + "dic2=[]\n", + "count=0\n", + "for i in range(y_train_pred.size):\n", + " fireID=i\n", + " classs=y_train_pred[i]\n", + " temp={\"fireID\": fireID,\n", + " \"class\": classs}\n", + " dic2.append(temp)\n", + " count+=1\n", + "with open('Names.csv', 'w') as csvfile:\n", + " writer = csv.DictWriter(csvfile, fieldnames = field_names)\n", + " writer.writeheader()\n", + " writer.writerows(dic2)\n", + "\n", + " \n", + " " + ], + "metadata": { + "id": "rNq__bjC1vcZ" + }, + "execution_count": 79, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "import csv \n", + "import json \n", + "\n", + "def csv_to_json(csvFilePath, jsonFilePath):\n", + " jsonArray = []\n", + " \n", + " #read csv file\n", + " with open(csvFilePath, encoding='utf-8') as csvf: \n", + " #load csv file data using csv library's dictionary reader\n", + " csvReader = csv.DictReader(csvf) \n", + "\n", + " #convert each csv row into python dict\n", + " for row in csvReader: \n", + " #add this python dict to json array\n", + " jsonArray.append(row)\n", + " \n", + " #convert python jsonArray to JSON String and write to file\n", + " with open(jsonFilePath, 'w', encoding='utf-8') as jsonf: \n", + " jsonString = json.dumps(jsonArray, indent=4)\n", + " jsonf.write(jsonString)\n", + " \n", + "csvFilePath = r'Names.csv'\n", + "jsonFilePath = r'output2.json'\n", + "csv_to_json(csvFilePath, jsonFilePath)" + ], + "metadata": { + "id": "V6H_yq6q3B7J" + }, + "execution_count": 80, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "" + ], + "metadata": { + "id": "yHRHGl1D3STP" + }, + "execution_count": 80, + "outputs": [] + } + ] +} \ No newline at end of file diff --git a/Geospatial Data Science Internship/SimarpreetSethi/output1.json b/Geospatial Data Science Internship/SimarpreetSethi/output1.json new file mode 100644 index 00000000..d611cd3d --- /dev/null +++ b/Geospatial Data Science Internship/SimarpreetSethi/output1.json @@ -0,0 +1,5002 @@ +[ + { + "adm_name": "Venkatapuram", + "year": "2015", + "fireCount": "182" + }, + { + "adm_name": "Borgampad", + "year": "2015", + "fireCount": "98" + }, + { + "adm_name": "Bhadrachalam", + "year": "2015", + "fireCount": "60" + }, + { + "adm_name": "Yellandu", + "year": "2015", + "fireCount": "210" + }, + { + "adm_name": "Nirmal", + "year": "2015", + "fireCount": "46" + }, + { + "adm_name": "Bodhan", + "year": "2015", + "fireCount": "40" + }, + { + "adm_name": "Nizamabad", + "year": "2015", + "fireCount": "38" + }, + { + "adm_name": "Kottagudem", + "year": "2015", + "fireCount": "95" + }, + { + "adm_name": "Madhira", + "year": "2015", + "fireCount": "17" + }, + { + "adm_name": "Achampet", + "year": "2015", + "fireCount": "138" + }, + { + "adm_name": "Siddipet", + "year": "2015", + "fireCount": "7" + }, + { + "adm_name": "Mahbubnagar", + "year": "2015", + "fireCount": "7" + }, + { + "adm_name": "Narsampet", + "year": "2015", + "fireCount": "135" + }, + { + "adm_name": "Huzurnagar", + "year": "2015", + "fireCount": "8" + }, + { + "adm_name": "Mulug", + "year": "2015", + "fireCount": "218" + }, + { + "adm_name": "Parkal", + "year": "2015", + "fireCount": "30" + }, + { + "adm_name": "Manthani", + "year": "2015", + "fireCount": "104" + }, + { + "adm_name": "Banswada", + "year": "2015", + "fireCount": "24" + }, + { + "adm_name": "Metpalli", + "year": "2015", + "fireCount": "27" + }, + { + "adm_name": "Sultanabad", + "year": "2015", + "fireCount": "21" + }, + { + "adm_name": "Sangareddi", + "year": "2015", + "fireCount": "14" + }, + { + "adm_name": "Narsapur", + "year": "2015", + 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