diff --git a/GDP Prediction/Readme.md b/GDP Prediction/Readme.md new file mode 100644 index 000000000..aafc88948 --- /dev/null +++ b/GDP Prediction/Readme.md @@ -0,0 +1,13 @@ +**GDP Prediction Model** + +Dataset : https://www.kaggle.com/rutikbhoyar/gdp-prediction-dataset + +4 different learning regressors **(Linear Regression, SVM, Random Forest, and Gradiant Boosting)** were tested to predict GDP, and the best prediction performance was seen in the order : \ +\ +**Random Forest > Gradiant Boosting > Linear Regression > SVM** + +The Metrics for the best prediction performance using Random Forest regressor, using all features in the dataset is: + +1. MAE: 2125.24 +2. RMSE: 3051.71 +3. R2_Score: 0.8873 diff --git a/GDP Prediction/gdp-prediction-model.ipynb b/GDP Prediction/gdp-prediction-model.ipynb new file mode 100644 index 000000000..010cc723d --- /dev/null +++ b/GDP Prediction/gdp-prediction-model.ipynb @@ -0,0 +1,3820 @@ +{ + "metadata": { + "kernelspec": { + "language": "python", + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "name": "python", + "version": "3.7.12", + "mimetype": "text/x-python", + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "pygments_lexer": "ipython3", + "nbconvert_exporter": "python", + "file_extension": ".py" + }, + "colab": { + "name": "gdp-prediction-model.ipynb", + "provenance": [] + } + }, + "nbformat_minor": 0, + "nbformat": 4, + "cells": [ + { + "cell_type": "markdown", + "source": [ + "## Importing necessary libraries" + ], + "metadata": { + "id": "RaiCm2JYQnY6" + } + }, + { + "cell_type": "code", + "source": [ + "import numpy as np \n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns" + ], + "metadata": { + "_uuid": "8f2839f25d086af736a60e9eeb907d3b93b6e0e5", + "_cell_guid": "b1076dfc-b9ad-4769-8c92-a6c4dae69d19", + "execution": { + "iopub.status.busy": "2022-03-25T10:07:34.902728Z", + "iopub.execute_input": "2022-03-25T10:07:34.903232Z", + "iopub.status.idle": "2022-03-25T10:07:35.985950Z", + "shell.execute_reply.started": "2022-03-25T10:07:34.903201Z", + "shell.execute_reply": "2022-03-25T10:07:35.985035Z" + }, + "trusted": true, + "id": "WT18AgP1QnZA" + }, + "execution_count": 6, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "## Initial Check on Dataset" + ], + "metadata": { + "id": "jz_-ngFkQnZC" + } + }, + { + "cell_type": "code", + "source": [ + "from google.colab import drive\n", + "drive.mount('/content/gdrive')\n", + "df = pd.read_csv(\"/content/gdrive/My Drive/Colab Notebooks/world.csv\")\n", + "df.head()" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:07:35.987621Z", + "iopub.execute_input": "2022-03-25T10:07:35.987942Z", + "iopub.status.idle": "2022-03-25T10:07:36.037531Z", + "shell.execute_reply.started": "2022-03-25T10:07:35.987909Z", + "shell.execute_reply": "2022-03-25T10:07:36.036542Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/", + "height": 406 + }, + "id": "ykSkzIvCQnZD", + "outputId": "f7522154-beca-4d41-ef25-1d30b0f7e8bc" + }, + "execution_count": 7, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Drive already mounted at /content/gdrive; to attempt to forcibly remount, call drive.mount(\"/content/gdrive\", force_remount=True).\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " Country Region Population \\\n", + "0 Afghanistan ASIA (EX. NEAR EAST) 31056997 \n", + "1 Albania EASTERN EUROPE 3581655 \n", + "2 Algeria NORTHERN AFRICA 32930091 \n", + "3 American Samoa OCEANIA 57794 \n", + "4 Andorra WESTERN EUROPE 71201 \n", + "\n", + " Area (sq. mi.) Pop. Density (per sq. mi.) Coastline (coast/area ratio) \\\n", + "0 647500 48,0 0,00 \n", + "1 28748 124,6 1,26 \n", + "2 2381740 13,8 0,04 \n", + "3 199 290,4 58,29 \n", + "4 468 152,1 0,00 \n", + "\n", + " Net migration Infant mortality (per 1000 births) GDP ($ per capita) \\\n", + "0 23,06 163,07 700.0 \n", + "1 -4,93 21,52 4500.0 \n", + "2 -0,39 31 6000.0 \n", + "3 -20,71 9,27 8000.0 \n", + "4 6,6 4,05 19000.0 \n", + "\n", + " Literacy (%) Phones (per 1000) Arable (%) Crops (%) Other (%) Climate \\\n", + "0 36,0 3,2 12,13 0,22 87,65 1 \n", + "1 86,5 71,2 21,09 4,42 74,49 3 \n", + "2 70,0 78,1 3,22 0,25 96,53 1 \n", + "3 97,0 259,5 10 15 75 2 \n", + "4 100,0 497,2 2,22 0 97,78 3 \n", + "\n", + " Birthrate Deathrate Agriculture Industry Service \n", + "0 46,6 20,34 0,38 0,24 0,38 \n", + "1 15,11 5,22 0,232 0,188 0,579 \n", + "2 17,14 4,61 0,101 0,6 0,298 \n", + "3 22,46 3,27 NaN NaN NaN \n", + "4 8,71 6,25 NaN NaN NaN " + ], + "text/html": [ + "\n", + "
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CountryRegionPopulationArea (sq. mi.)Pop. Density (per sq. mi.)Coastline (coast/area ratio)Net migrationInfant mortality (per 1000 births)GDP ($ per capita)Literacy (%)Phones (per 1000)Arable (%)Crops (%)Other (%)ClimateBirthrateDeathrateAgricultureIndustryService
0AfghanistanASIA (EX. NEAR EAST)3105699764750048,00,0023,06163,07700.036,03,212,130,2287,65146,620,340,380,240,38
1AlbaniaEASTERN EUROPE358165528748124,61,26-4,9321,524500.086,571,221,094,4274,49315,115,220,2320,1880,579
2AlgeriaNORTHERN AFRICA32930091238174013,80,04-0,39316000.070,078,13,220,2596,53117,144,610,1010,60,298
3American SamoaOCEANIA57794199290,458,29-20,719,278000.097,0259,5101575222,463,27NaNNaNNaN
4AndorraWESTERN EUROPE71201468152,10,006,64,0519000.0100,0497,22,22097,7838,716,25NaNNaNNaN
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PopulationArea (sq. mi.)GDP ($ per capita)
count2.270000e+022.270000e+02226.000000
mean2.874028e+075.982270e+059689.823009
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min7.026000e+032.000000e+00500.000000
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Density (per sq. mi.)', 'Coastline (coast/area ratio)','Net migration','Infant mortality (per 1000 births)','Literacy (%)','Phones (per 1000)','Arable (%)','Crops (%)','Other (%)','Climate','Birthrate','Deathrate','Agriculture','Industry','Service']:\n", + " df[col] = df[col].astype('str')\n", + " df[col] = df[col].str.replace(\",\",\".\").astype(float) \n" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:07:36.101277Z", + "iopub.execute_input": "2022-03-25T10:07:36.101851Z", + "iopub.status.idle": "2022-03-25T10:07:36.129797Z", + "shell.execute_reply.started": "2022-03-25T10:07:36.101817Z", + "shell.execute_reply": "2022-03-25T10:07:36.128887Z" + }, + "trusted": true, + "id": "BKfJQx-EQnZG" + }, + "execution_count": 10, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "Country and Region columns are converted to **Category** Datatype while rest of numeric data is converted to **float**. The category data type in pandas is a hybrid data type. It looks and behaves like a string in many instances but internally is represented by an array of integers. This allows the data to be sorted in a custom order and to more efficiently store the data." + ], + "metadata": { + "id": "X3eoaUP5QnZH" + } + }, + { + "cell_type": "code", + "source": [ + "df.info()" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:07:36.130975Z", + "iopub.execute_input": "2022-03-25T10:07:36.131186Z", + "iopub.status.idle": "2022-03-25T10:07:36.152527Z", + "shell.execute_reply.started": "2022-03-25T10:07:36.131160Z", + "shell.execute_reply": "2022-03-25T10:07:36.151532Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "QsJmlMi1QnZI", + "outputId": "fab75aed-6dde-4005-8a01-915e4e1a3991" + }, + "execution_count": 11, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "RangeIndex: 227 entries, 0 to 226\n", + "Data columns (total 20 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Country 227 non-null category\n", + " 1 Region 227 non-null category\n", + " 2 Population 227 non-null int64 \n", + " 3 Area (sq. mi.) 227 non-null int64 \n", + " 4 Pop. Density (per sq. mi.) 227 non-null float64 \n", + " 5 Coastline (coast/area ratio) 227 non-null float64 \n", + " 6 Net migration 224 non-null float64 \n", + " 7 Infant mortality (per 1000 births) 224 non-null float64 \n", + " 8 GDP ($ per capita) 226 non-null float64 \n", + " 9 Literacy (%) 209 non-null float64 \n", + " 10 Phones (per 1000) 223 non-null float64 \n", + " 11 Arable (%) 225 non-null float64 \n", + " 12 Crops (%) 225 non-null float64 \n", + " 13 Other (%) 225 non-null float64 \n", + " 14 Climate 205 non-null float64 \n", + " 15 Birthrate 224 non-null float64 \n", + " 16 Deathrate 223 non-null float64 \n", + " 17 Agriculture 212 non-null float64 \n", + " 18 Industry 211 non-null float64 \n", + " 19 Service 212 non-null float64 \n", + "dtypes: category(2), float64(16), int64(2)\n", + "memory usage: 43.0 KB\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "df.describe()" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:07:36.153826Z", + "iopub.execute_input": "2022-03-25T10:07:36.154198Z", + "iopub.status.idle": "2022-03-25T10:07:36.221684Z", + "shell.execute_reply.started": "2022-03-25T10:07:36.154160Z", + "shell.execute_reply": "2022-03-25T10:07:36.220748Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/", + "height": 416 + }, + "id": "PDw14IE8QnZI", + "outputId": "8e55d091-fe7b-4a0f-c2f4-b9acdba7b7de" + }, + "execution_count": 12, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " Population Area (sq. mi.) Pop. Density (per sq. mi.) \\\n", + "count 2.270000e+02 2.270000e+02 227.000000 \n", + "mean 2.874028e+07 5.982270e+05 379.047137 \n", + "std 1.178913e+08 1.790282e+06 1660.185825 \n", + "min 7.026000e+03 2.000000e+00 0.000000 \n", + "25% 4.376240e+05 4.647500e+03 29.150000 \n", + "50% 4.786994e+06 8.660000e+04 78.800000 \n", + "75% 1.749777e+07 4.418110e+05 190.150000 \n", + "max 1.313974e+09 1.707520e+07 16271.500000 \n", + "\n", + " Coastline (coast/area ratio) Net migration \\\n", + "count 227.000000 224.000000 \n", + "mean 21.165330 0.038125 \n", + "std 72.286863 4.889269 \n", + "min 0.000000 -20.990000 \n", + "25% 0.100000 -0.927500 \n", + "50% 0.730000 0.000000 \n", + "75% 10.345000 0.997500 \n", + "max 870.660000 23.060000 \n", + "\n", + " Infant mortality (per 1000 births) GDP ($ per capita) Literacy (%) \\\n", + "count 224.000000 226.000000 209.000000 \n", + "mean 35.506964 9689.823009 82.838278 \n", + "std 35.389899 10049.138513 19.722173 \n", + "min 2.290000 500.000000 17.600000 \n", + "25% 8.150000 1900.000000 70.600000 \n", + "50% 21.000000 5550.000000 92.500000 \n", + "75% 55.705000 15700.000000 98.000000 \n", + "max 191.190000 55100.000000 100.000000 \n", + "\n", + " Phones (per 1000) Arable (%) Crops (%) Other (%) Climate \\\n", + "count 223.000000 225.000000 225.000000 225.000000 205.000000 \n", + "mean 236.061435 13.797111 4.564222 81.638311 2.139024 \n", + "std 227.991829 13.040402 8.361470 16.140835 0.699397 \n", + "min 0.200000 0.000000 0.000000 33.330000 1.000000 \n", + "25% 37.800000 3.220000 0.190000 71.650000 2.000000 \n", + "50% 176.200000 10.420000 1.030000 85.700000 2.000000 \n", + "75% 389.650000 20.000000 4.440000 95.440000 3.000000 \n", + "max 1035.600000 62.110000 50.680000 100.000000 4.000000 \n", + "\n", + " Birthrate Deathrate Agriculture Industry Service \n", + "count 224.000000 223.000000 212.000000 211.000000 212.000000 \n", + "mean 22.114732 9.241345 0.150844 0.282711 0.565283 \n", + "std 11.176716 4.990026 0.146798 0.138272 0.165841 \n", + "min 7.290000 2.290000 0.000000 0.020000 0.062000 \n", + "25% 12.672500 5.910000 0.037750 0.193000 0.429250 \n", + "50% 18.790000 7.840000 0.099000 0.272000 0.571000 \n", + "75% 29.820000 10.605000 0.221000 0.341000 0.678500 \n", + "max 50.730000 29.740000 0.769000 0.906000 0.954000 " + ], + "text/html": [ + "\n", + "
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PopulationArea (sq. mi.)Pop. Density (per sq. mi.)Coastline (coast/area ratio)Net migrationInfant mortality (per 1000 births)GDP ($ per capita)Literacy (%)Phones (per 1000)Arable (%)Crops (%)Other (%)ClimateBirthrateDeathrateAgricultureIndustryService
count2.270000e+022.270000e+02227.000000227.000000224.000000224.000000226.000000209.000000223.000000225.000000225.000000225.000000205.000000224.000000223.000000212.000000211.000000212.000000
mean2.874028e+075.982270e+05379.04713721.1653300.03812535.5069649689.82300982.838278236.06143513.7971114.56422281.6383112.13902422.1147329.2413450.1508440.2827110.565283
std1.178913e+081.790282e+061660.18582572.2868634.88926935.38989910049.13851319.722173227.99182913.0404028.36147016.1408350.69939711.1767164.9900260.1467980.1382720.165841
min7.026000e+032.000000e+000.0000000.000000-20.9900002.290000500.00000017.6000000.2000000.0000000.00000033.3300001.0000007.2900002.2900000.0000000.0200000.062000
25%4.376240e+054.647500e+0329.1500000.100000-0.9275008.1500001900.00000070.60000037.8000003.2200000.19000071.6500002.00000012.6725005.9100000.0377500.1930000.429250
50%4.786994e+068.660000e+0478.8000000.7300000.00000021.0000005550.00000092.500000176.20000010.4200001.03000085.7000002.00000018.7900007.8400000.0990000.2720000.571000
75%1.749777e+074.418110e+05190.15000010.3450000.99750055.70500015700.00000098.000000389.65000020.0000004.44000095.4400003.00000029.82000010.6050000.2210000.3410000.678500
max1.313974e+091.707520e+0716271.500000870.66000023.060000191.19000055100.000000100.0000001035.60000062.11000050.680000100.0000004.00000050.73000029.7400000.7690000.9060000.954000
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CountryRegionClimateAgricultureIndustryService
0AfghanistanASIA (EX. NEAR EAST)1.00.3800.2400.380
1AlbaniaEASTERN EUROPE3.00.2320.1880.579
2AlgeriaNORTHERN AFRICA1.00.1010.6000.298
3American SamoaOCEANIA2.0NaNNaNNaN
4AndorraWESTERN EUROPE3.0NaNNaNNaN
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CountryRegionClimate
0AfghanistanASIA (EX. NEAR EAST)1.0
2AlgeriaNORTHERN AFRICA1.0
11AustraliaOCEANIA1.0
13AzerbaijanC.W. OF IND. STATES1.0
15BahrainNEAR EAST1.0
3American SamoaOCEANIA2.0
6AnguillaLATIN AMER. & CARIB2.0
7Antigua & BarbudaLATIN AMER. & CARIB2.0
10ArubaLATIN AMER. & CARIB2.0
14Bahamas, TheLATIN AMER. & CARIB2.0
1AlbaniaEASTERN EUROPE3.0
4AndorraWESTERN EUROPE3.0
8ArgentinaLATIN AMER. & CARIB3.0
12AustriaWESTERN EUROPE3.0
19BelgiumWESTERN EUROPE3.0
9ArmeniaC.W. OF IND. STATES4.0
18BelarusC.W. OF IND. STATES4.0
25Bosnia & HerzegovinaEASTERN EUROPE4.0
69FranceWESTERN EUROPE4.0
106KazakhstanC.W. OF IND. STATES4.0
24BoliviaLATIN AMER. & CARIB1.5
35CameroonSUB-SAHARAN AFRICA1.5
42ChinaASIA (EX. NEAR EAST)1.5
63EritreaSUB-SAHARAN AFRICA1.5
107KenyaSUB-SAHARAN AFRICA1.5
94IndiaASIA (EX. NEAR EAST)2.5
112KyrgyzstanC.W. OF IND. STATES2.5
194SwazilandSUB-SAHARAN AFRICA2.5
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Column_namenum_missing
CountryCountry0
RegionRegion0
PopulationPopulation0
Area (sq. mi.)Area (sq. mi.)0
Pop. Density (per sq. mi.)Pop. Density (per sq. mi.)0
Coastline (coast/area ratio)Coastline (coast/area ratio)0
Net migrationNet migration3
Infant mortality (per 1000 births)Infant mortality (per 1000 births)3
GDP ($ per capita)GDP ($ per capita)1
Literacy (%)Literacy (%)18
Phones (per 1000)Phones (per 1000)4
Arable (%)Arable (%)2
Crops (%)Crops (%)2
Other (%)Other (%)2
ClimateClimate22
BirthrateBirthrate3
DeathrateDeathrate4
AgricultureAgriculture15
IndustryIndustry16
ServiceService15
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\n", + " " + ] + }, + "metadata": {}, + "execution_count": 16 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "There is a very little percentage of data in each column that is missing. We can view it in a heatmap to get a different visual analysis of it. " + ], + "metadata": { + "id": "EUqB-2Z2QnZL" + } + }, + { + "cell_type": "code", + "source": [ + "sns.set(rc={'figure.figsize':(11,8)})\n", + "sns.heatmap(df.isnull()).set(title = 'Missing Data', xlabel = 'Columns', ylabel = 'Data Points')" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:07:36.309865Z", + "iopub.execute_input": "2022-03-25T10:07:36.310223Z", + "iopub.status.idle": "2022-03-25T10:07:37.158493Z", + "shell.execute_reply.started": "2022-03-25T10:07:36.310193Z", + "shell.execute_reply": "2022-03-25T10:07:37.157512Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "id": "g_b-0lKVQnZM", + "outputId": "8f7dcf59-b6d5-4208-e8a7-ae3cd746ca44" + }, + "execution_count": 17, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "[Text(75.5, 0.5, 'Data Points'),\n", + " Text(0.5, 48.5, 'Columns'),\n", + " Text(0.5, 1.0, 'Missing Data')]" + ] + }, + "metadata": {}, + "execution_count": 17 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "It is seen that there are significantly low values of **NULL** in some of the columns : **{\"Net Migration\", \"Infant Mortality\", \"GDP\", \"Literacy\", \"Phones\", \"Arable\", \"Crops\", \"Other\", \"Climate\", \"Birthrate\", \"Deathrate\", \"Agriculture\", \"Industry\", \"Service\"}**. The Rows with these values can be dealt with later for now." + ], + "metadata": { + "id": "c_hKZIUZQnZM" + } + }, + { + "cell_type": "code", + "source": [ + "## Checking Rows in which null values are present for each column\n", + "\n", + "df1 = df[df['Net migration'].isna()]\n", + "df1" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:07:37.159805Z", + "iopub.execute_input": "2022-03-25T10:07:37.160098Z", + "iopub.status.idle": "2022-03-25T10:07:37.186207Z", + "shell.execute_reply.started": "2022-03-25T10:07:37.160053Z", + "shell.execute_reply": "2022-03-25T10:07:37.185533Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "id": "m_Tfl06OQnZM", + "outputId": "b7e777ed-0a4a-4bae-a919-c3761700a28f" + }, + "execution_count": 18, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " Country Region Population \\\n", + "47 Cook Islands OCEANIA 21388 \n", + "221 Wallis and Futuna OCEANIA 16025 \n", + "223 Western Sahara NORTHERN AFRICA 273008 \n", + "\n", + " Area (sq. mi.) Pop. Density (per sq. mi.) Coastline (coast/area ratio) \\\n", + "47 240 89.1 50.00 \n", + "221 274 58.5 47.08 \n", + "223 266000 1.0 0.42 \n", + "\n", + " Net migration Infant mortality (per 1000 births) GDP ($ per capita) \\\n", + "47 NaN NaN 5000.0 \n", + "221 NaN NaN 3700.0 \n", + "223 NaN NaN NaN \n", + "\n", + " Literacy (%) Phones (per 1000) Arable (%) Crops (%) Other (%) \\\n", + "47 95.0 289.9 17.39 13.04 69.57 \n", + "221 50.0 118.6 5.00 25.00 70.00 \n", + "223 NaN NaN 0.02 0.00 99.98 \n", + "\n", + " Climate Birthrate Deathrate Agriculture Industry Service \n", + "47 2.0 21.0 NaN 0.151 0.096 0.753 \n", + "221 2.0 NaN NaN NaN NaN NaN \n", + "223 1.0 NaN NaN NaN NaN 0.400 " + ], + "text/html": [ + "\n", + "
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CountryRegionPopulationArea (sq. mi.)Pop. Density (per sq. mi.)Coastline (coast/area ratio)Net migrationInfant mortality (per 1000 births)GDP ($ per capita)Literacy (%)Phones (per 1000)Arable (%)Crops (%)Other (%)ClimateBirthrateDeathrateAgricultureIndustryService
47Cook IslandsOCEANIA2138824089.150.00NaNNaN5000.095.0289.917.3913.0469.572.021.0NaN0.1510.0960.753
221Wallis and FutunaOCEANIA1602527458.547.08NaNNaN3700.050.0118.65.0025.0070.002.0NaNNaNNaNNaNNaN
223Western SaharaNORTHERN AFRICA2730082660001.00.42NaNNaNNaNNaNNaN0.020.0099.981.0NaNNaNNaNNaN0.400
\n", + "
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\n", + " " + ] + }, + "metadata": {}, + "execution_count": 18 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Changes suggested for these Rows with NaN values\n", + "\n", + "| Feature | Number of missing Values | Change |\n", + "|:----------|:-------------:|------:|\n", + "| Net migration | 3 | Belong to very small nations. Change to 0.|\n", + "| Infant mortality (per 1000 births) | 3 |Belong to very small nations. Change to 0. |\n", + "| GDP ($ per capita) | 1| From Google search, it is \\$2500. Change to same.|\n", + "|Literacy (\\%)|18| Replace by the mean literacy of each missing value's region|\n", + "|Phones (per 1000)|4|Replace by the mean phones of each missing value's region|\n", + "|Arable (\\%)|2|Very small islands.Change to 0.|\n", + "|Crops (\\%)|2|Very small islands.Change to 0.|\n", + "|Other (\\%)|2|Very small islands.Change to 0.|\n", + "|Climate|22|Change to 0. It represents \"unknown\" category.|\n", + "|Birthrate|3|Replace with their region's mean rates|\n", + "|Deathrate|4|Replace with their region's mean rates|\n", + "|Agriculture|15|Calculated guess seeing how similar countries have. Change to 0.15.|\n", + "|Industry|16|Calculated guess seeing how similar countries have. Change to 0.05.|\n", + "|Service|15|Calculated guess seeing how similar countries have. Change to 0.8.|" + ], + "metadata": { + "id": "KIwkWZlkQnZN" + } + }, + { + "cell_type": "code", + "source": [ + "change1 = [(\"Net migration\", 0), (\"Infant mortality (per 1000 births)\", 0), (\"GDP ($ per capita)\", 2500), (\"Arable (%)\", 0), (\"Crops (%)\", 0),(\"Other (%)\",0),(\"Climate\",0),(\"Agriculture\",0.15), (\"Industry\", 0.05), (\"Service\", 0.8) ]\n", + "for col in change1:\n", + " df[col[0]].fillna(col[1], inplace = True)\n", + " \n", + "change2 = [\"Literacy (%)\", \"Phones (per 1000)\", \"Birthrate\", \"Deathrate\"]\n", + "for col in change2:\n", + " df[col].fillna(df.groupby('Region')[col].transform('mean'), inplace= True)" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:07:37.187108Z", + "iopub.execute_input": "2022-03-25T10:07:37.187834Z", + "iopub.status.idle": "2022-03-25T10:07:37.204185Z", + "shell.execute_reply.started": "2022-03-25T10:07:37.187799Z", + "shell.execute_reply": "2022-03-25T10:07:37.203144Z" + }, + "trusted": true, + "id": "g2rkTMIVQnZN" + }, + "execution_count": 19, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "print(df.isnull().sum())" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:07:37.205429Z", + "iopub.execute_input": "2022-03-25T10:07:37.205705Z", + "iopub.status.idle": "2022-03-25T10:07:37.224130Z", + "shell.execute_reply.started": "2022-03-25T10:07:37.205675Z", + "shell.execute_reply": "2022-03-25T10:07:37.223285Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "ofaOxZUhQnZN", + "outputId": "3c20e99a-8bab-4f4d-f4fd-2dd7d275e0dd" + }, + "execution_count": 20, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Country 0\n", + "Region 0\n", + "Population 0\n", + "Area (sq. mi.) 0\n", + "Pop. Density (per sq. mi.) 0\n", + "Coastline (coast/area ratio) 0\n", + "Net migration 0\n", + "Infant mortality (per 1000 births) 0\n", + "GDP ($ per capita) 0\n", + "Literacy (%) 0\n", + "Phones (per 1000) 0\n", + "Arable (%) 0\n", + "Crops (%) 0\n", + "Other (%) 0\n", + "Climate 0\n", + "Birthrate 0\n", + "Deathrate 0\n", + "Agriculture 0\n", + "Industry 0\n", + "Service 0\n", + "dtype: int64\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "# EDA\n", + "## Correlation Heatmap" + ], + "metadata": { + "id": "Wt5V1BZjQnZN" + } + }, + { + "cell_type": "code", + "source": [ + "fig, ax = plt.subplots(figsize=(16,16)) \n", + "sns.heatmap(df.corr(), annot=True, ax=ax, cmap='Spectral').set(\n", + " title = 'Feature Correlation', xlabel = 'Columns', ylabel = 'Columns')\n", + "plt.show()" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:07:37.225370Z", + "iopub.execute_input": "2022-03-25T10:07:37.225644Z", + "iopub.status.idle": "2022-03-25T10:07:38.955709Z", + "shell.execute_reply.started": "2022-03-25T10:07:37.225612Z", + "shell.execute_reply": "2022-03-25T10:07:38.954764Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "1FllGHxmQnZN", + "outputId": "9371de64-d9ac-46d4-9a01-50ca7378920a" + }, + "execution_count": 21, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Insights\n", + "**Expected Strong Correlation between :** \n", + "1. Infant mortality and Birthrate \n", + "2. Gdp per capita and Phones\n", + "\n", + "**Expected Strong Anticorrelation between:**\n", + "1. Infant mortality and Literacy\n", + "2. Arable and Other \n", + "3. Birthrate and Literacy\n", + "\n", + "**Unexpected Strong Correlation between:**\n", + "1. Infant mortality and Agriculture\n", + "\n", + "**Unexpected Strong Anticorrelation between:**\n", + "1. Birthrate and Phones" + ], + "metadata": { + "id": "5RyIMVFTQnZO" + } + }, + { + "cell_type": "code", + "source": [ + "f = sns.pairplot(df[['Population', 'Area (sq. mi.)', 'Net migration', 'GDP ($ per capita)', 'Climate']], hue = \"Climate\")\n", + "f.fig.suptitle('Feature Relations')\n", + "plt.show()" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:07:38.957035Z", + "iopub.execute_input": "2022-03-25T10:07:38.957835Z", + "iopub.status.idle": "2022-03-25T10:07:44.714158Z", + "shell.execute_reply.started": "2022-03-25T10:07:38.957777Z", + "shell.execute_reply": "2022-03-25T10:07:44.713456Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/", + "height": 724 + }, + "id": "3z42zfXUQnZO", + "outputId": "34af7d99-1049-467a-add4-04d0dcb2aad5" + }, + "execution_count": 22, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "There is a fair correlation between GDP and migration, which makes sense, since migrants tend to move to countries with better opportunities and higher GDP per capita." + ], + "metadata": { + "id": "uVei5kJHQnZP" + } + }, + { + "cell_type": "markdown", + "source": [ + "## Regional Analysis\n", + "\n", + "Checking the number of Countries in each region, the GDP per capita, population and migration to get some insights." + ], + "metadata": { + "id": "CguYOopKQnZP" + } + }, + { + "cell_type": "code", + "source": [ + "fig = plt.figure(figsize=(15, 20))\n", + "plt.title('Regional Analysis')\n", + "ax1 = fig.add_subplot(4, 1, 1)\n", + "ax2 = fig.add_subplot(4, 1, 2)\n", + "ax3 = fig.add_subplot(4, 1, 3)\n", + "ax4 = fig.add_subplot(4, 1, 4)\n", + "sns.countplot(data= df, y= 'Region', ax= ax1, palette=\"flare\")\n", + "sns.barplot(data= df, y= 'Region', x= 'GDP ($ per capita)', ax= ax2, palette=\"flare\", ci= None)\n", + "sns.barplot(data= df, y= 'Region', x= 'Net migration', ax= ax3, palette=\"flare\", ci= None)\n", + "sns.barplot(data= df, y= 'Region', x= 'Population', ax= ax4, palette=\"flare\", ci= None)\n", + "plt.show()" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:08:09.785416Z", + "iopub.execute_input": "2022-03-25T10:08:09.786108Z", + "iopub.status.idle": "2022-03-25T10:08:11.038227Z", + "shell.execute_reply.started": "2022-03-25T10:08:09.786052Z", + "shell.execute_reply": "2022-03-25T10:08:11.037636Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "BAIsZpu6QnZP", + "outputId": "aa291f04-fd2b-451c-a696-6e51e12bf2fc" + }, + "execution_count": 23, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Insights\n", + "1. Sub-Saharan Africa and Latin America & Caribbean regions have the most countries.\n", + "2. Western Europe and North America have the highest GDP per capita, while Sub-Saharan Africa has the lowest GDP per capita.\n", + "3. Asia, North America, and North Europe, are the main regions where migrants from other regions go to.\n", + "4. Asia has the largest population, Oceania has the smallest." + ], + "metadata": { + "id": "GcXIiZ_XQnZP" + } + }, + { + "cell_type": "markdown", + "source": [ + "# GDP Analysis\n", + "\n", + "The relation between GDP and Infant Mortality rate, Literacy, Arable Land is studied" + ], + "metadata": { + "id": "nTaONuIrQnZQ" + } + }, + { + "cell_type": "code", + "source": [ + "sns.jointplot(data= df, x= 'Literacy (%)', y= 'GDP ($ per capita)', kind= \"hist\",color='coral')\n", + "sns.jointplot(data= df, x= 'Arable (%)', y= 'GDP ($ per capita)', kind= \"hist\", color='coral')\n", + "sns.jointplot(data= df, x= 'Infant mortality (per 1000 births)', y= 'GDP ($ per capita)', kind= \"hist\",color='coral')\n", + "plt.show()" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:30:44.018296Z", + "iopub.execute_input": "2022-03-25T10:30:44.019115Z", + "iopub.status.idle": "2022-03-25T10:30:45.835005Z", + "shell.execute_reply.started": "2022-03-25T10:30:44.019061Z", + "shell.execute_reply": "2022-03-25T10:30:45.834077Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "VPnzLm24QnZQ", + "outputId": "10b0e6e1-0d09-4916-9fb2-5a6a723a6624" + }, + "execution_count": 24, + "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": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Analysis \n", + "\n", + "1. Higher the country's GDP, the more literate the population is, and vice versa.\n", + "2. No clear relationship between GDP and \\% of Arable land. It shows that Agriculture is not the strongest factor economically.\n", + "3. Poor countries suffer more from Infant mortality." + ], + "metadata": { + "id": "FgwEPi_iQnZQ" + } + }, + { + "cell_type": "markdown", + "source": [ + "## Data Pre conditioning\n", + "\n", + "1. Transform 'Region' column into numerical values.\n", + "2. Split data set into Training and Testing parts (80/20).\n", + "3. Trying to analyse (with/without Feature Selection, with/without Feature Scaling." + ], + "metadata": { + "id": "Vf3IMfuHQnZQ" + } + }, + { + "cell_type": "code", + "source": [ + "# Importing libraries\n", + "\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.preprocessing import StandardScaler\n", + "from sklearn import metrics\n", + "from sklearn.model_selection import GridSearchCV\n", + "from sklearn.linear_model import LinearRegression\n", + "from sklearn.svm import SVR\n", + "from sklearn.ensemble import RandomForestRegressor\n", + "from sklearn.ensemble import GradientBoostingRegressor\n", + "from sklearn.model_selection import cross_val_score" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:51:53.154801Z", + "iopub.execute_input": "2022-03-25T10:51:53.155137Z", + "iopub.status.idle": "2022-03-25T10:51:53.586627Z", + "shell.execute_reply.started": "2022-03-25T10:51:53.155102Z", + "shell.execute_reply": "2022-03-25T10:51:53.585777Z" + }, + "trusted": true, + "id": "ahk71A6wQnZQ" + }, + "execution_count": 25, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# Transporming Region\n", + "\n", + "df_final = pd.concat([df,pd.get_dummies(df['Region'], prefix='Region')], axis=1).drop(['Region'],axis=1)\n", + "print(df_final.info())" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T10:43:39.563308Z", + "iopub.execute_input": "2022-03-25T10:43:39.564069Z", + "iopub.status.idle": "2022-03-25T10:43:39.602048Z", + "shell.execute_reply.started": "2022-03-25T10:43:39.564025Z", + "shell.execute_reply": "2022-03-25T10:43:39.597684Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "V_5HIvUEQnZQ", + "outputId": "e6411bcf-792e-4421-c2ba-c96f315287dd" + }, + "execution_count": 26, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "RangeIndex: 227 entries, 0 to 226\n", + "Data columns (total 30 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Country 227 non-null category\n", + " 1 Population 227 non-null int64 \n", + " 2 Area (sq. mi.) 227 non-null int64 \n", + " 3 Pop. Density (per sq. mi.) 227 non-null float64 \n", + " 4 Coastline (coast/area ratio) 227 non-null float64 \n", + " 5 Net migration 227 non-null float64 \n", + " 6 Infant mortality (per 1000 births) 227 non-null float64 \n", + " 7 GDP ($ per capita) 227 non-null float64 \n", + " 8 Literacy (%) 227 non-null float64 \n", + " 9 Phones (per 1000) 227 non-null float64 \n", + " 10 Arable (%) 227 non-null float64 \n", + " 11 Crops (%) 227 non-null float64 \n", + " 12 Other (%) 227 non-null float64 \n", + " 13 Climate 227 non-null float64 \n", + " 14 Birthrate 227 non-null float64 \n", + " 15 Deathrate 227 non-null float64 \n", + " 16 Agriculture 227 non-null float64 \n", + " 17 Industry 227 non-null float64 \n", + " 18 Service 227 non-null float64 \n", + " 19 Region_ASIA (EX. NEAR EAST) 227 non-null uint8 \n", + " 20 Region_BALTICS 227 non-null uint8 \n", + " 21 Region_C.W. OF IND. STATES 227 non-null uint8 \n", + " 22 Region_EASTERN EUROPE 227 non-null uint8 \n", + " 23 Region_LATIN AMER. & CARIB 227 non-null uint8 \n", + " 24 Region_NEAR EAST 227 non-null uint8 \n", + " 25 Region_NORTHERN AFRICA 227 non-null uint8 \n", + " 26 Region_NORTHERN AMERICA 227 non-null uint8 \n", + " 27 Region_OCEANIA 227 non-null uint8 \n", + " 28 Region_SUB-SAHARAN AFRICA 227 non-null uint8 \n", + " 29 Region_WESTERN EUROPE 227 non-null uint8 \n", + "dtypes: category(1), float64(16), int64(2), uint8(11)\n", + "memory usage: 44.8 KB\n", + "None\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Now it has 227 entries and 30 Columns." + ], + "metadata": { + "id": "6tFdFlrUQnZR" + } + }, + { + "cell_type": "code", + "source": [ + "# Without scaling , the full dataset\n", + "y = df_final[\"GDP ($ per capita)\"]\n", + "X = df_final.drop([\"GDP ($ per capita)\",'Country'], axis=1)\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=101)\n", + "\n", + "# With Scaling\n", + "sc_X = StandardScaler()\n", + "X2_train = sc_X.fit_transform(X_train)\n", + "X2_test = sc_X.fit_transform(X_test)\n", + "y2_train = y_train\n", + "y2_test = y_test\n", + "\n", + "# Without scaling, Feature selected Dataset (corr > +/-0.3)\n", + "y3 = y\n", + "X3 = df_final.drop(['GDP ($ per capita)','Country','Population', 'Area (sq. mi.)', 'Coastline (coast/area ratio)', 'Arable (%)',\n", + " 'Crops (%)', 'Other (%)', 'Climate', 'Deathrate', 'Industry'], axis=1)\n", + "X3_train, X3_test, y3_train, y3_test = train_test_split(X3, y3, test_size=0.2, random_state=101)\n", + "\n", + "\n", + "# With scaling\n", + "sc_X4 = StandardScaler()\n", + "X4_train = sc_X4.fit_transform(X3_train)\n", + "X4_test = sc_X4.fit_transform(X3_test)\n", + "y4_train = y3_train\n", + "y4_test = y3_test" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T11:04:43.439240Z", + "iopub.execute_input": "2022-03-25T11:04:43.439542Z", + "iopub.status.idle": "2022-03-25T11:04:43.471456Z", + "shell.execute_reply.started": "2022-03-25T11:04:43.439509Z", + "shell.execute_reply": "2022-03-25T11:04:43.470502Z" + }, + "trusted": true, + "id": "S6wH8ttFQnZR" + }, + "execution_count": 27, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "# Linear Regression \n", + "\n", + "Basic Regression Technique is seen first to see if any linear relationship exists. Model Training is done for all 4 datasets, predictions are done and it is Evaluated to see if any improvement is seen with Feature Selection or Feature Scaling. \n" + ], + "metadata": { + "id": "_x4anf-tQnZR" + } + }, + { + "cell_type": "code", + "source": [ + "# Model Training\n", + "lm1 = LinearRegression()\n", + "lm1.fit(X_train,y_train)\n", + "\n", + "lm2 = LinearRegression()\n", + "lm2.fit(X2_train,y2_train)\n", + "\n", + "lm3 = LinearRegression()\n", + "lm3.fit(X3_train,y3_train)\n", + "\n", + "lm4 = LinearRegression()\n", + "lm4.fit(X4_train,y4_train)\n", + "\n", + "# Predictions\n", + "lm1_pred = lm1.predict(X_test)\n", + "lm2_pred = lm2.predict(X2_test)\n", + "lm3_pred = lm3.predict(X3_test)\n", + "lm4_pred = lm4.predict(X4_test)\n", + "\n", + "# Evaluation Function \n", + "def eval(cond, y, pred):\n", + " print(cond)\n", + " print(\"____________________________\\n\")\n", + " print('MAE:', metrics.mean_absolute_error(y, pred))\n", + " print('RMSE:', np.sqrt(metrics.mean_squared_error(y, pred)))\n", + " print('R2_Score: ', metrics.r2_score(y, pred))\n", + " print(\"*****************************\\n\\n\")\n", + " \n", + "eval(\"All features, No scaling:\",y_test,lm1_pred)\n", + "eval(\"\\nAll features, with scaling:\",y2_test,lm2_pred)\n", + "eval(\"\\nSelected features, No scaling:\",y3_test,lm3_pred)\n", + "eval(\"\\nSelected features, with scaling:\",y4_test,lm4_pred) " + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T11:18:16.765778Z", + "iopub.execute_input": "2022-03-25T11:18:16.766083Z", + "iopub.status.idle": "2022-03-25T11:18:16.798048Z", + "shell.execute_reply.started": "2022-03-25T11:18:16.766041Z", + "shell.execute_reply": "2022-03-25T11:18:16.796398Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "r_GP07S3QnZR", + "outputId": "2fad587d-dcd5-465f-ee70-b750f8fc72f3" + }, + "execution_count": 28, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "All features, No scaling:\n", + "____________________________\n", + "\n", + "MAE: 333974.4609985466\n", + "RMSE: 1586655.0337582068\n", + "R2_Score: -30466.567499551402\n", + "*****************************\n", + "\n", + "\n", + "\n", + "All features, with scaling:\n", + "____________________________\n", + "\n", + "MAE: 1897534093105193.5\n", + "RMSE: 2461139685996686.0\n", + "R2_Score: -7.330697202763726e+22\n", + "*****************************\n", + "\n", + "\n", + "\n", + "Selected features, No scaling:\n", + "____________________________\n", + "\n", + "MAE: 2971.6602914968676\n", + "RMSE: 4107.9405144194425\n", + "R2_Score: 0.7957692903498332\n", + "*****************************\n", + "\n", + "\n", + "\n", + "Selected features, with scaling:\n", + "____________________________\n", + "\n", + "MAE: 2888.4511008956615\n", + "RMSE: 3766.6417449287223\n", + "R2_Score: 0.8282956156224499\n", + "*****************************\n", + "\n", + "\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Analysis\n", + "1. **Feature Selection** helps in reducing the errors. It is needed for this model.\n", + "2. **Feature Scaling** did not have that significant effect on the prediction performance. \n", + "3. Decent predictions obtained with both **Selection** and **Scaling**." + ], + "metadata": { + "id": "G3GnftrdQnZR" + } + }, + { + "cell_type": "markdown", + "source": [ + "# SVM" + ], + "metadata": { + "id": "S4UyB3dTQnZS" + } + }, + { + "cell_type": "code", + "source": [ + "# Model Training\n", + "svm1 = SVR(kernel='rbf')\n", + "svm1.fit(X_train,y_train)\n", + "\n", + "svm2 = SVR(kernel='rbf')\n", + "svm2.fit(X2_train,y2_train)\n", + "\n", + "svm3 = SVR(kernel='rbf')\n", + "svm3.fit(X3_train,y3_train)\n", + "\n", + "svm4 = SVR(kernel='rbf')\n", + "svm4.fit(X4_train,y4_train)\n", + "\n", + "# Predictions\n", + "svm1_pred = svm1.predict(X_test)\n", + "svm2_pred = svm2.predict(X2_test)\n", + "svm3_pred = svm3.predict(X3_test)\n", + "svm4_pred = svm4.predict(X4_test)\n", + "\n", + "# Evaluation\n", + "eval(\"All features, No scaling:\",y_test,svm1_pred)\n", + "eval(\"\\nAll features, with scaling:\",y2_test,svm2_pred)\n", + "eval(\"\\nSelected features, No scaling:\",y3_test,svm3_pred)\n", + "eval(\"\\nSelected features, with scaling:\",y4_test,svm4_pred) " + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T11:18:29.454557Z", + "iopub.execute_input": "2022-03-25T11:18:29.455048Z", + "iopub.status.idle": "2022-03-25T11:18:29.497987Z", + "shell.execute_reply.started": "2022-03-25T11:18:29.455016Z", + "shell.execute_reply": "2022-03-25T11:18:29.497141Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "dez0TH7nQnZS", + "outputId": "7320a714-4d54-466f-f7dc-f6c5ed454771" + }, + "execution_count": 29, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "All features, No scaling:\n", + "____________________________\n", + "\n", + "MAE: 7049.984895264721\n", + "RMSE: 9811.73631340298\n", + "R2_Score: -0.16510345624387246\n", + "*****************************\n", + "\n", + "\n", + "\n", + "All features, with scaling:\n", + "____________________________\n", + "\n", + "MAE: 7042.7210105462555\n", + "RMSE: 9800.400310705632\n", + "R2_Score: -0.16241280378794354\n", + "*****************************\n", + "\n", + "\n", + "\n", + "Selected features, No scaling:\n", + "____________________________\n", + "\n", + "MAE: 7047.711927119429\n", + "RMSE: 9807.997922161288\n", + "R2_Score: -0.1642157881193682\n", + "*****************************\n", + "\n", + "\n", + "\n", + "Selected features, with scaling:\n", + "____________________________\n", + "\n", + "MAE: 7040.047131938268\n", + "RMSE: 9794.568864921408\n", + "R2_Score: -0.16102989485774888\n", + "*****************************\n", + "\n", + "\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Analysis\n", + "\n", + "1. **Feature Scaling** and **Feature Selection**, made almost no difference in the prediction performance of the SVM algorithm.\n", + "\n", + "2. The results of **SVM is worse than LR**.\n", + "\n", + "## Optimising SVM\n", + "Using **Grid Search**" + ], + "metadata": { + "id": "ihOEfI6PQnZS" + } + }, + { + "cell_type": "code", + "source": [ + "param_grid = {'C': [1, 10, 100], 'gamma': [0.01,0.001,0.0001], 'kernel': ['rbf']} \n", + "grid = GridSearchCV(SVR(),param_grid,refit=True,verbose=3)\n", + "grid.fit(X4_train,y4_train)" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T11:21:23.206597Z", + "iopub.execute_input": "2022-03-25T11:21:23.206885Z", + "iopub.status.idle": "2022-03-25T11:21:23.412924Z", + "shell.execute_reply.started": "2022-03-25T11:21:23.206854Z", + "shell.execute_reply": "2022-03-25T11:21:23.412046Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "3Z83-u_pQnZS", + "outputId": "1da3427c-49e4-4619-e840-c1416f9f2a28" + }, + "execution_count": 30, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Fitting 5 folds for each of 9 candidates, totalling 45 fits\n", + "[CV 1/5] END ......C=1, gamma=0.01, kernel=rbf;, score=-0.324 total time= 0.0s\n", + "[CV 2/5] END ......C=1, gamma=0.01, kernel=rbf;, score=-0.156 total time= 0.0s\n", + "[CV 3/5] END ......C=1, gamma=0.01, kernel=rbf;, score=-0.115 total time= 0.0s\n", + "[CV 4/5] END ......C=1, gamma=0.01, kernel=rbf;, score=-0.372 total time= 0.0s\n", + "[CV 5/5] END ......C=1, gamma=0.01, kernel=rbf;, score=-0.026 total time= 0.0s\n", + "[CV 1/5] END .....C=1, gamma=0.001, kernel=rbf;, score=-0.325 total time= 0.0s\n", + "[CV 2/5] END .....C=1, gamma=0.001, kernel=rbf;, score=-0.158 total time= 0.0s\n", + "[CV 3/5] END .....C=1, gamma=0.001, kernel=rbf;, score=-0.117 total time= 0.0s\n", + "[CV 4/5] END .....C=1, gamma=0.001, kernel=rbf;, score=-0.373 total time= 0.0s\n", + "[CV 5/5] END .....C=1, gamma=0.001, kernel=rbf;, score=-0.027 total time= 0.0s\n", + "[CV 1/5] END ....C=1, gamma=0.0001, kernel=rbf;, score=-0.325 total time= 0.0s\n", + "[CV 2/5] END ....C=1, gamma=0.0001, kernel=rbf;, score=-0.158 total time= 0.0s\n", + "[CV 3/5] END ....C=1, gamma=0.0001, kernel=rbf;, score=-0.117 total time= 0.0s\n", + "[CV 4/5] END ....C=1, gamma=0.0001, kernel=rbf;, score=-0.373 total time= 0.0s\n", + "[CV 5/5] END ....C=1, gamma=0.0001, kernel=rbf;, score=-0.027 total time= 0.0s\n", + "[CV 1/5] END .....C=10, gamma=0.01, kernel=rbf;, score=-0.318 total time= 0.0s\n", + "[CV 2/5] END .....C=10, gamma=0.01, kernel=rbf;, score=-0.138 total time= 0.0s\n", + "[CV 3/5] END .....C=10, gamma=0.01, kernel=rbf;, score=-0.100 total time= 0.0s\n", + "[CV 4/5] END .....C=10, gamma=0.01, kernel=rbf;, score=-0.362 total time= 0.0s\n", + "[CV 5/5] END .....C=10, gamma=0.01, kernel=rbf;, score=-0.017 total time= 0.0s\n", + "[CV 1/5] END ....C=10, gamma=0.001, kernel=rbf;, score=-0.324 total time= 0.0s\n", + "[CV 2/5] END ....C=10, gamma=0.001, kernel=rbf;, score=-0.155 total time= 0.0s\n", + "[CV 3/5] END ....C=10, gamma=0.001, kernel=rbf;, score=-0.115 total time= 0.0s\n", + "[CV 4/5] END ....C=10, gamma=0.001, kernel=rbf;, score=-0.372 total time= 0.0s\n", + "[CV 5/5] END ....C=10, gamma=0.001, kernel=rbf;, score=-0.026 total time= 0.0s\n", + "[CV 1/5] END ...C=10, gamma=0.0001, kernel=rbf;, score=-0.325 total time= 0.0s\n", + "[CV 2/5] END ...C=10, gamma=0.0001, kernel=rbf;, score=-0.158 total time= 0.0s\n", + "[CV 3/5] END ...C=10, gamma=0.0001, kernel=rbf;, score=-0.117 total time= 0.0s\n", + "[CV 4/5] END ...C=10, gamma=0.0001, kernel=rbf;, score=-0.373 total time= 0.0s\n", + "[CV 5/5] END ...C=10, gamma=0.0001, kernel=rbf;, score=-0.027 total time= 0.0s\n", + "[CV 1/5] END ....C=100, gamma=0.01, kernel=rbf;, score=-0.237 total time= 0.0s\n", + "[CV 2/5] END ....C=100, gamma=0.01, kernel=rbf;, score=-0.040 total time= 0.0s\n", + "[CV 3/5] END ....C=100, gamma=0.01, kernel=rbf;, score=-0.005 total time= 0.0s\n", + "[CV 4/5] END ....C=100, gamma=0.01, kernel=rbf;, score=-0.264 total time= 0.0s\n", + "[CV 5/5] END .....C=100, gamma=0.01, kernel=rbf;, score=0.075 total time= 0.0s\n", + "[CV 1/5] END ...C=100, gamma=0.001, kernel=rbf;, score=-0.314 total time= 0.0s\n", + "[CV 2/5] END ...C=100, gamma=0.001, kernel=rbf;, score=-0.131 total time= 0.0s\n", + "[CV 3/5] END ...C=100, gamma=0.001, kernel=rbf;, score=-0.093 total time= 0.0s\n", + "[CV 4/5] END ...C=100, gamma=0.001, kernel=rbf;, score=-0.357 total time= 0.0s\n", + "[CV 5/5] END ...C=100, gamma=0.001, kernel=rbf;, score=-0.013 total time= 0.0s\n", + "[CV 1/5] END ..C=100, gamma=0.0001, kernel=rbf;, score=-0.324 total time= 0.0s\n", + "[CV 2/5] END ..C=100, gamma=0.0001, kernel=rbf;, score=-0.155 total time= 0.0s\n", + "[CV 3/5] END ..C=100, gamma=0.0001, kernel=rbf;, score=-0.115 total time= 0.0s\n", + "[CV 4/5] END ..C=100, gamma=0.0001, kernel=rbf;, score=-0.372 total time= 0.0s\n", + "[CV 5/5] END ..C=100, gamma=0.0001, kernel=rbf;, score=-0.026 total time= 0.0s\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "GridSearchCV(estimator=SVR(),\n", + " param_grid={'C': [1, 10, 100], 'gamma': [0.01, 0.001, 0.0001],\n", + " 'kernel': ['rbf']},\n", + " verbose=3)" + ] + }, + "metadata": {}, + "execution_count": 30 + } + ] + }, + { + "cell_type": "code", + "source": [ + "print(\"Best Parameters are : {}\".format(grid.best_params_))\n", + "print(\"Best Estimators are : {}\".format(grid.best_estimator_))\n", + "grid_predictions = grid.predict(X4_test)\n", + "eval(\"\\nSelected features, with scaling:\",y4_test,grid_predictions)" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T11:23:35.540049Z", + "iopub.execute_input": "2022-03-25T11:23:35.540355Z", + "iopub.status.idle": "2022-03-25T11:23:35.551244Z", + "shell.execute_reply.started": "2022-03-25T11:23:35.540321Z", + "shell.execute_reply": "2022-03-25T11:23:35.550515Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "rkiXs6J4QnZT", + "outputId": "d3a2102f-1cb7-405d-d0c0-bea352baf3f1" + }, + "execution_count": 31, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Best Parameters are : {'C': 100, 'gamma': 0.01, 'kernel': 'rbf'}\n", + "Best Estimators are : SVR(C=100, gamma=0.01)\n", + "\n", + "Selected features, with scaling:\n", + "____________________________\n", + "\n", + "MAE: 6386.205814212786\n", + "RMSE: 9132.002062615671\n", + "R2_Score: -0.009263938588386589\n", + "*****************************\n", + "\n", + "\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "It has **improved but performance is still lower** than LR." + ], + "metadata": { + "id": "1m_iXAQYQnZT" + } + }, + { + "cell_type": "markdown", + "source": [ + "## Random Forest\n", + "\n", + "Scaling doesn't work in this model so it is not analysed." + ], + "metadata": { + "id": "eRE3ywhcQnZT" + } + }, + { + "cell_type": "code", + "source": [ + "# Model Training\n", + "rf1 = RandomForestRegressor(random_state=101, n_estimators=200)\n", + "rf3 = RandomForestRegressor(random_state=101, n_estimators=200)\n", + "rf1.fit(X_train, y_train)\n", + "rf3.fit(X3_train, y3_train)\n", + "\n", + "# Prediction\n", + "rf1_pred = rf1.predict(X_test)\n", + "rf3_pred = rf3.predict(X3_test)\n", + "\n", + "# Evaluation\n", + "eval(\"All features, No scaling:\",y_test,rf1_pred)\n", + "eval(\"\\nSelected features, No scaling:\",y3_test,rf3_pred)" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T11:29:09.816734Z", + "iopub.execute_input": "2022-03-25T11:29:09.817013Z", + "iopub.status.idle": "2022-03-25T11:29:10.804107Z", + "shell.execute_reply.started": "2022-03-25T11:29:09.816985Z", + "shell.execute_reply": "2022-03-25T11:29:10.802488Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Yef31pt_QnZT", + "outputId": "a15e8d54-0fba-4e1e-c955-834bc97a11f2" + }, + "execution_count": 32, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "All features, No scaling:\n", + "____________________________\n", + "\n", + "MAE: 2125.2391304347825\n", + "RMSE: 3051.7076634309974\n", + "R2_Score: 0.8872909963146485\n", + "*****************************\n", + "\n", + "\n", + "\n", + "Selected features, No scaling:\n", + "____________________________\n", + "\n", + "MAE: 2452.336956521739\n", + "RMSE: 3565.861787568817\n", + "R2_Score: 0.846113059222144\n", + "*****************************\n", + "\n", + "\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Optimising Random Forest\n", + "\n", + "**Grid Search** will be used to get optimal parameters. Only parameters chosen are n-estimators, min_samples_leaf, max_features, bootstrap." + ], + "metadata": { + "id": "jxmXhbRgQnZT" + } + }, + { + "cell_type": "code", + "source": [ + "## Choosing params\n", + "rf_param_grid = {'max_features': ['sqrt', 'auto'],\n", + " 'min_samples_leaf': [1, 3, 5],\n", + " 'n_estimators': [100, 500, 1000],\n", + " 'bootstrap': [False, True]} \n", + "\n", + "rf_grid = GridSearchCV(estimator= RandomForestRegressor(), param_grid = rf_param_grid, n_jobs=-1, verbose=0)\n", + "rf_grid.fit(X_train,y_train)" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T11:31:47.417826Z", + "iopub.execute_input": "2022-03-25T11:31:47.418131Z", + "iopub.status.idle": "2022-03-25T11:33:00.074604Z", + "shell.execute_reply.started": "2022-03-25T11:31:47.418102Z", + "shell.execute_reply": "2022-03-25T11:33:00.073452Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "EHC8rPkwQnZT", + "outputId": "aceef341-b406-401d-9f8f-c21c2065b2a7" + }, + "execution_count": 33, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "GridSearchCV(estimator=RandomForestRegressor(), n_jobs=-1,\n", + " param_grid={'bootstrap': [False, True],\n", + " 'max_features': ['sqrt', 'auto'],\n", + " 'min_samples_leaf': [1, 3, 5],\n", + " 'n_estimators': [100, 500, 1000]})" + ] + }, + "metadata": {}, + "execution_count": 33 + } + ] + }, + { + "cell_type": "code", + "source": [ + "print(\"Best Parameters are : {}\".format(rf_grid.best_params_))\n", + "print(\"Best Estimators are : {}\".format(rf_grid.best_estimator_))\n", + "rf_grid_predictions = rf_grid.predict(X_test)\n", + "eval(\"\\nAll features, no scaling:\",y_test,rf_grid_predictions)" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T11:33:51.205358Z", + "iopub.execute_input": "2022-03-25T11:33:51.205714Z", + "iopub.status.idle": "2022-03-25T11:33:51.329413Z", + "shell.execute_reply.started": "2022-03-25T11:33:51.205674Z", + "shell.execute_reply": "2022-03-25T11:33:51.328310Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "63l1pvEXQnZT", + "outputId": "2df91249-c966-46c3-cbe8-7f66f549cd37" + }, + "execution_count": 34, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Best Parameters are : {'bootstrap': False, 'max_features': 'sqrt', 'min_samples_leaf': 1, 'n_estimators': 1000}\n", + "Best Estimators are : RandomForestRegressor(bootstrap=False, max_features='sqrt', n_estimators=1000)\n", + "\n", + "All features, no scaling:\n", + "____________________________\n", + "\n", + "MAE: 2297.228260869565\n", + "RMSE: 3137.9425789007455\n", + "R2_Score: 0.8808311526862287\n", + "*****************************\n", + "\n", + "\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Analysis\n", + "\n", + "1. Optimization process on RF regressor **has not changed the performance** in a significant manner." + ], + "metadata": { + "id": "o0HBNIvZQnZU" + } + }, + { + "cell_type": "markdown", + "source": [ + "# Gradient Boosting" + ], + "metadata": { + "id": "Ec_L_jhaQnZU" + } + }, + { + "cell_type": "code", + "source": [ + "# Model training\n", + "gbm1 = GradientBoostingRegressor(learning_rate=0.1, n_estimators=100, min_samples_split=2, min_samples_leaf=1, max_depth=3,\n", + " subsample=1.0, max_features= None, random_state=101)\n", + "gbm3 = GradientBoostingRegressor(learning_rate=0.1, n_estimators=100, min_samples_split=2, min_samples_leaf=1, max_depth=3,\n", + " subsample=1.0, max_features= None, random_state=101)\n", + "\n", + "gbm1.fit(X_train, y_train)\n", + "gbm3.fit(X3_train, y3_train)\n", + "\n", + "# Prediction\n", + "gbm1_pred = gbm1.predict(X_test)\n", + "gbm3_pred = gbm3.predict(X3_test)\n", + "\n", + "# Evaluation\n", + "eval(\"All features, No scaling:\",y_test,gbm1_pred)\n", + "eval(\"\\nSelected features, No scaling:\",y3_test,gbm3_pred)" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T11:38:49.522120Z", + "iopub.execute_input": "2022-03-25T11:38:49.522433Z", + "iopub.status.idle": "2022-03-25T11:38:49.700374Z", + "shell.execute_reply.started": "2022-03-25T11:38:49.522404Z", + "shell.execute_reply": "2022-03-25T11:38:49.699427Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "9Hc5bVspQnZU", + "outputId": "5209efb3-8ecf-48f0-a472-b4da5c6f3a34" + }, + "execution_count": 35, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "All features, No scaling:\n", + "____________________________\n", + "\n", + "MAE: 2244.6730986063285\n", + "RMSE: 3367.0344774483683\n", + "R2_Score: 0.8627956498687702\n", + "*****************************\n", + "\n", + "\n", + "\n", + "Selected features, No scaling:\n", + "____________________________\n", + "\n", + "MAE: 2452.644806376521\n", + "RMSE: 3888.8637029732886\n", + "R2_Score: 0.8169717199096127\n", + "*****************************\n", + "\n", + "\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "# Optimising GBM\n", + "Grid Search will be used to get optimal parameters. Only parameters chosen are n-estimators , learning_rate , max_depth , subsample , min_samples_leaf , min_samples_split , max_features." + ], + "metadata": { + "id": "0uwhN77WQnZU" + } + }, + { + "cell_type": "code", + "source": [ + "## Choosing params\n", + "gbm_param_grid = {'learning_rate':[1,0.1, 0.01, 0.001], \n", + " 'n_estimators':[100, 500, 1000],\n", + " 'max_depth':[3, 5, 8],\n", + " 'subsample':[0.7, 1], \n", + " 'min_samples_leaf':[1, 20],\n", + " 'min_samples_split':[10, 20],\n", + " 'max_features':[4, 7]}\n", + "\n", + "gbm_tuning = GridSearchCV(estimator =GradientBoostingRegressor(random_state=101),\n", + " param_grid = gbm_param_grid,\n", + " n_jobs=-1,\n", + " cv=5)\n", + "gbm_tuning.fit(X_train,y_train)" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T11:51:16.546133Z", + "iopub.execute_input": "2022-03-25T11:51:16.546598Z", + "iopub.status.idle": "2022-03-25T11:55:33.463286Z", + "shell.execute_reply.started": "2022-03-25T11:51:16.546552Z", + "shell.execute_reply": "2022-03-25T11:55:33.462202Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "AQcL7VvqQnZU", + "outputId": "a19553ac-5760-4a60-c92c-faa64e34e87b" + }, + "execution_count": 36, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "GridSearchCV(cv=5, estimator=GradientBoostingRegressor(random_state=101),\n", + " n_jobs=-1,\n", + " param_grid={'learning_rate': [1, 0.1, 0.01, 0.001],\n", + " 'max_depth': [3, 5, 8], 'max_features': [4, 7],\n", + " 'min_samples_leaf': [1, 20],\n", + " 'min_samples_split': [10, 20],\n", + " 'n_estimators': [100, 500, 1000],\n", + " 'subsample': [0.7, 1]})" + ] + }, + "metadata": {}, + "execution_count": 36 + } + ] + }, + { + "cell_type": "code", + "source": [ + "print(\"Best Parameters are : {}\".format(gbm_tuning.best_params_))\n", + "print(\"Best Estimators are : {}\".format(gbm_tuning.best_estimator_))\n", + "gbm_grid_predictions = gbm_tuning.predict(X_test)\n", + "eval(\"\\nAll features, no scaling:\",y_test,gbm_grid_predictions)" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T12:03:56.673630Z", + "iopub.execute_input": "2022-03-25T12:03:56.674004Z", + "iopub.status.idle": "2022-03-25T12:03:56.691245Z", + "shell.execute_reply.started": "2022-03-25T12:03:56.673968Z", + "shell.execute_reply": "2022-03-25T12:03:56.690636Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "pQugfyk-QnZV", + "outputId": "bc27f255-d7e9-479f-bc4e-60b8fff37e56" + }, + "execution_count": 37, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Best Parameters are : {'learning_rate': 0.01, 'max_depth': 5, 'max_features': 7, 'min_samples_leaf': 1, 'min_samples_split': 10, 'n_estimators': 500, 'subsample': 0.7}\n", + "Best Estimators are : GradientBoostingRegressor(learning_rate=0.01, max_depth=5, max_features=7,\n", + " min_samples_split=10, n_estimators=500,\n", + " random_state=101, subsample=0.7)\n", + "\n", + "All features, no scaling:\n", + "____________________________\n", + "\n", + "MAE: 2293.645950161285\n", + "RMSE: 3382.9123897065074\n", + "R2_Score: 0.861498570635607\n", + "*****************************\n", + "\n", + "\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Analysis\n", + "\n", + "1. Gradient Boosting **gave a good performance** even before Optimisation.\n", + "2. Grid search **actually decreased the GBM performance** a bit. In general, we can say that GBM has a similar performance to that of Random Forest on our dataset." + ], + "metadata": { + "id": "oCcqZZGbQnZV" + } + }, + { + "cell_type": "code", + "source": [ + "## Conclusion Plots \n", + "fig, axs = plt.subplots(3, 2, figsize=(16,15))\n", + "axs[0, 0].scatter(y4_test,lm4_pred,color='coral', linewidths=2, edgecolors='k')\n", + "axs[0, 0].set_title('Linear Regression Prediction Performance (features selected and scaled)')\n", + "axs[0, 1].scatter(y4_test,grid_predictions,color='coral', linewidths=2, edgecolors='k')\n", + "axs[0, 1].set_title('Optimized SVM prediction Performance (with feature selection, and scaling)')\n", + "axs[1, 0].scatter(y_test,rf1_pred,color='coral', linewidths=2, edgecolors='k')\n", + "axs[1, 0].set_title('Random Forest prediction Performance (No feature selection)')\n", + "axs[1, 1].scatter(y_test,rf_grid_predictions,color='coral', linewidths=2, edgecolors='k')\n", + "axs[1, 1].set_title('Optimized Random Forest prediction Performance (No feature selection)')\n", + "axs[2, 0].scatter(y_test,gbm1_pred,color='coral', linewidths=2, edgecolors='k')\n", + "axs[2, 0].set_title('Gradient Boosting prediction Performance (No feature selection)')\n", + "axs[2, 1].scatter(y_test,gbm_grid_predictions,color='coral', linewidths=2, edgecolors='k')\n", + "axs[2, 1].set_title('Optimized Gradient Boosting prediction Performance')\n", + "\n", + "for ax in axs.flat:\n", + " ax.set(xlabel='True GDP per Capita', ylabel='Predictions')\n", + "\n", + "# Hide x labels and tick labels for top plots and y ticks for right plots.\n", + "for ax in axs.flat:\n", + " ax.label_outer()" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T12:19:32.098024Z", + "iopub.execute_input": "2022-03-25T12:19:32.098723Z", + "iopub.status.idle": "2022-03-25T12:19:33.443448Z", + "shell.execute_reply.started": "2022-03-25T12:19:32.098680Z", + "shell.execute_reply": "2022-03-25T12:19:33.442596Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/", + "height": 899 + }, + "id": "cD1ckKgXQnZV", + "outputId": "00e5e201-95df-4272-fe46-cf326afec516" + }, + "execution_count": 38, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "**Random Forest shows the best prediction performance**" + ], + "metadata": { + "id": "avGdZ2JrQnZV" + } + }, + { + "cell_type": "markdown", + "source": [ + "## Feature Importance\n", + "\n" + ], + "metadata": { + "id": "bZ-xrV1xQnZV" + } + }, + { + "cell_type": "code", + "source": [ + "gbm_opt = GradientBoostingRegressor(learning_rate=0.01, n_estimators=500,max_depth=5, min_samples_split=10, min_samples_leaf=1, \n", + " subsample=0.7,max_features=7, random_state=101)\n", + "gbm_opt.fit(X_train,y_train)\n", + "feat_imp2 = pd.Series(gbm_opt.feature_importances_, list(X_train)).sort_values(ascending=False)\n", + "fig = plt.figure(figsize=(12, 6))\n", + "feat_imp2.plot(kind='bar', title='Importance of Features (Optimized)', color= 'skyblue')\n", + "plt.ylabel('Feature Importance Score')\n", + "plt.grid()\n", + "plt.show()" + ], + "metadata": { + "execution": { + "iopub.status.busy": "2022-03-25T12:04:02.693428Z", + "iopub.execute_input": "2022-03-25T12:04:02.693758Z", + "iopub.status.idle": "2022-03-25T12:04:03.464464Z", + "shell.execute_reply.started": "2022-03-25T12:04:02.693723Z", + "shell.execute_reply": "2022-03-25T12:04:03.463634Z" + }, + "trusted": true, + "colab": { + "base_uri": "https://localhost:8080/", + "height": 609 + }, + "id": "f6DwXgK5QnZV", + "outputId": "5180e96d-78e4-4d2d-f8c9-9adb349e45bb" + }, + "execution_count": 39, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Analysis\n", + "\n", + "1. This shows significant importance shown by some features like Phones, Agriculture, Infant mortality etc.\n", + "2. Comparatively, the importance of Arable or Area is very less." + ], + "metadata": { + "id": "bcI_N4PHQnZV" + } + }, + { + "cell_type": "markdown", + "source": [ + "# Conclusion\n", + "\n", + "4 different learning regressors **(Linear Regression, SVM, Random Forest, and Gradiant Boosting)** were tested to predict GDP, and the best prediction performance was seen in the order : \\\n", + "\\\n", + "**Random Forest > Gradiant Boosting > Linear Regression > SVM**\n", + "\n", + "The Metrics for the best prediction performance using Random Forest regressor, using all features in the dataset is:\n", + "\n", + "1. MAE: 2125.24\n", + "2. RMSE: 3051.71\n", + "3. R2_Score: 0.8873" + ], + "metadata": { + "id": "RCRmGYSmQnZW" + } + }, + { + "cell_type": "markdown", + "source": [ + "" + ], + "metadata": { + "id": "9hKxis8mQnZW" + } + } + ] +} \ No newline at end of file diff --git a/GDP Prediction/world.csv b/GDP Prediction/world.csv new file mode 100644 index 000000000..2e1571630 --- /dev/null +++ b/GDP Prediction/world.csv @@ -0,0 +1,228 @@ +Country,Region,Population,Area (sq. mi.),Pop. Density (per sq. mi.),Coastline (coast/area ratio),Net migration,Infant mortality (per 1000 births),GDP ($ per capita),Literacy (%),Phones (per 1000),Arable (%),Crops (%),Other (%),Climate,Birthrate,Deathrate,Agriculture,Industry,Service +"Afghanistan ","ASIA (EX. NEAR EAST) ",31056997,647500,"48,0","0,00","23,06","163,07",700,"36,0","3,2","12,13","0,22","87,65",1,"46,6","20,34","0,38","0,24","0,38" +"Albania ","EASTERN EUROPE ",3581655,28748,"124,6","1,26","-4,93","21,52",4500,"86,5","71,2","21,09","4,42","74,49",3,"15,11","5,22","0,232","0,188","0,579" +"Algeria ","NORTHERN AFRICA ",32930091,2381740,"13,8","0,04","-0,39",31,6000,"70,0","78,1","3,22","0,25","96,53",1,"17,14","4,61","0,101","0,6","0,298" +"American Samoa ","OCEANIA ",57794,199,"290,4","58,29","-20,71","9,27",8000,"97,0","259,5",10,15,75,2,"22,46","3,27",,, +"Andorra ","WESTERN EUROPE ",71201,468,"152,1","0,00","6,6","4,05",19000,"100,0","497,2","2,22",0,"97,78",3,"8,71","6,25",,, +"Angola ","SUB-SAHARAN AFRICA ",12127071,1246700,"9,7","0,13",0,"191,19",1900,"42,0","7,8","2,41","0,24","97,35",,"45,11","24,2","0,096","0,658","0,246" +"Anguilla ","LATIN AMER. & CARIB ",13477,102,"132,1","59,80","10,76","21,03",8600,"95,0","460,0",0,0,100,2,"14,17","5,34","0,04","0,18","0,78" +"Antigua & Barbuda ","LATIN AMER. & CARIB ",69108,443,"156,0","34,54","-6,15","19,46",11000,"89,0","549,9","18,18","4,55","77,27",2,"16,93","5,37","0,038","0,22","0,743" +"Argentina ","LATIN AMER. & CARIB ",39921833,2766890,"14,4","0,18","0,61","15,18",11200,"97,1","220,4","12,31","0,48","87,21",3,"16,73","7,55","0,095","0,358","0,547" +"Armenia ","C.W. OF IND. STATES ",2976372,29800,"99,9","0,00","-6,47","23,28",3500,"98,6","195,7","17,55","2,3","80,15",4,"12,07","8,23","0,239","0,343","0,418" +"Aruba ","LATIN AMER. & CARIB ",71891,193,"372,5","35,49",0,"5,89",28000,"97,0","516,1","10,53",0,"89,47",2,"11,03","6,68","0,004","0,333","0,663" +"Australia ","OCEANIA ",20264082,7686850,"2,6","0,34","3,98","4,69",29000,"100,0","565,5","6,55","0,04","93,41",1,"12,14","7,51","0,038","0,262","0,7" +"Austria ","WESTERN EUROPE ",8192880,83870,"97,7","0,00",2,"4,66",30000,"98,0","452,2","16,91","0,86","82,23",3,"8,74","9,76","0,018","0,304","0,678" +"Azerbaijan ","C.W. OF IND. STATES ",7961619,86600,"91,9","0,00","-4,9","81,74",3400,"97,0","137,1","19,63","2,71","77,66",1,"20,74","9,75","0,141","0,457","0,402" +"Bahamas, The ","LATIN AMER. & CARIB ",303770,13940,"21,8","25,41","-2,2","25,21",16700,"95,6","460,6","0,8","0,4","98,8",2,"17,57","9,05","0,03","0,07","0,9" +"Bahrain ","NEAR EAST ",698585,665,"1050,5","24,21","1,05","17,27",16900,"89,1","281,3","2,82","5,63","91,55",1,"17,8","4,14","0,005","0,387","0,608" +"Bangladesh ","ASIA (EX. NEAR EAST) ",147365352,144000,"1023,4","0,40","-0,71","62,6",1900,"43,1","7,3","62,11","3,07","34,82",2,"29,8","8,27","0,199","0,198","0,603" +"Barbados ","LATIN AMER. & CARIB ",279912,431,"649,5","22,51","-0,31","12,5",15700,"97,4","481,9","37,21","2,33","60,46",2,"12,71","8,67","0,06","0,16","0,78" +"Belarus ","C.W. OF IND. STATES ",10293011,207600,"49,6","0,00","2,54","13,37",6100,"99,6","319,1","29,55","0,6","69,85",4,"11,16","14,02","0,093","0,316","0,591" +"Belgium ","WESTERN EUROPE ",10379067,30528,"340,0","0,22","1,23","4,68",29100,"98,0","462,6","23,28","0,4","76,32",3,"10,38","10,27","0,01","0,24","0,749" +"Belize ","LATIN AMER. & CARIB ",287730,22966,"12,5","1,68",0,"25,69",4900,"94,1","115,7","2,85","1,71","95,44",2,"28,84","5,72","0,142","0,152","0,612" +"Benin ","SUB-SAHARAN AFRICA ",7862944,112620,"69,8","0,11",0,85,1100,"40,9","9,7","18,08","2,4","79,52",2,"38,85","12,22","0,316","0,138","0,546" +"Bermuda ","NORTHERN AMERICA ",65773,53,"1241,0","194,34","2,49","8,53",36000,"98,0","851,4",20,0,80,2,"11,4","7,74","0,01","0,1","0,89" +"Bhutan ","ASIA (EX. NEAR EAST) ",2279723,47000,"48,5","0,00",0,"100,44",1300,"42,2","14,3","3,09","0,43","96,48",2,"33,65","12,7","0,258","0,379","0,363" +"Bolivia ","LATIN AMER. & CARIB ",8989046,1098580,"8,2","0,00","-1,32","53,11",2400,"87,2","71,9","2,67","0,19","97,14","1,5","23,3","7,53","0,128","0,352","0,52" +"Bosnia & Herzegovina ","EASTERN EUROPE ",4498976,51129,"88,0","0,04","0,31","21,05",6100,,"215,4","13,6","2,96","83,44",4,"8,77","8,27","0,142","0,308","0,55" +"Botswana ","SUB-SAHARAN AFRICA ",1639833,600370,"2,7","0,00",0,"54,58",9000,"79,8","80,5","0,65","0,01","99,34",1,"23,08","29,5","0,024","0,469","0,507" +"Brazil ","LATIN AMER. & CARIB ",188078227,8511965,"22,1","0,09","-0,03","29,61",7600,"86,4","225,3","6,96","0,9","92,15",2,"16,56","6,17","0,084","0,4","0,516" +"British Virgin Is. ","LATIN AMER. & CARIB ",23098,153,"151,0","52,29","10,01","18,05",16000,"97,8","506,5",20,"6,67","73,33",2,"14,89","4,42","0,018","0,062","0,92" +"Brunei ","ASIA (EX. NEAR EAST) ",379444,5770,"65,8","2,79","3,59","12,61",18600,"93,9","237,2","0,57","0,76","98,67",2,"18,79","3,45","0,036","0,561","0,403" +"Bulgaria ","EASTERN EUROPE ",7385367,110910,"66,6","0,32","-4,58","20,55",7600,"98,6","336,3","40,02","1,92","58,06",3,"9,65","14,27","0,093","0,304","0,603" +"Burkina Faso ","SUB-SAHARAN AFRICA ",13902972,274200,"50,7","0,00",0,"97,57",1100,"26,6","7,0","14,43","0,19","85,38",2,"45,62","15,6","0,322","0,196","0,482" +"Burma ","ASIA (EX. NEAR EAST) ",47382633,678500,"69,8","0,28","-1,8","67,24",1800,"85,3","10,1","15,19","0,97","83,84",2,"17,91","9,83","0,564","0,082","0,353" +"Burundi ","SUB-SAHARAN AFRICA ",8090068,27830,"290,7","0,00","-0,06","69,29",600,"51,6","3,4","35,05","14,02","50,93",2,"42,22","13,46","0,463","0,203","0,334" +"Cambodia ","ASIA (EX. NEAR EAST) ",13881427,181040,"76,7","0,24",0,"71,48",1900,"69,4","2,6","20,96","0,61","78,43",2,"26,9","9,06","0,35","0,3","0,35" +"Cameroon ","SUB-SAHARAN AFRICA ",17340702,475440,"36,5","0,08",0,"68,26",1800,"79,0","5,7","12,81","2,58","84,61","1,5","33,89","13,47","0,448","0,17","0,382" +"Canada ","NORTHERN AMERICA ",33098932,9984670,"3,3","2,02","5,96","4,75",29800,"97,0","552,2","4,96","0,02","95,02",,"10,78","7,8","0,022","0,294","0,684" +"Cape Verde ","SUB-SAHARAN AFRICA ",420979,4033,"104,4","23,93","-12,07","47,77",1400,"76,6","169,6","9,68","0,5","89,82",3,"24,87","6,55","0,121","0,219","0,66" +"Cayman Islands ","LATIN AMER. & CARIB ",45436,262,"173,4","61,07","18,75","8,19",35000,"98,0","836,3","3,85",0,"96,15",2,"12,74","4,89","0,014","0,032","0,954" +"Central African Rep. ","SUB-SAHARAN AFRICA ",4303356,622984,"6,9","0,00",0,91,1100,"51,0","2,3","3,1","0,14","96,76",2,"33,91","18,65","0,55","0,2","0,25" +"Chad ","SUB-SAHARAN AFRICA ",9944201,1284000,"7,7","0,00","-0,11","93,82",1200,"47,5","1,3","2,86","0,02","97,12",2,"45,73","16,38","0,335","0,259","0,406" +"Chile ","LATIN AMER. & CARIB ",16134219,756950,"21,3","0,85",0,"8,8",9900,"96,2","213,0","2,65","0,42","96,93",3,"15,23","5,81","0,06","0,493","0,447" +"China ","ASIA (EX. NEAR EAST) ",1313973713,9596960,"136,9","0,15","-0,4","24,18",5000,"90,9","266,7","15,4","1,25","83,35","1,5","13,25","6,97","0,125","0,473","0,403" +"Colombia ","LATIN AMER. & CARIB ",43593035,1138910,"38,3","0,28","-0,31","20,97",6300,"92,5","176,2","2,42","1,67","95,91",2,"20,48","5,58","0,125","0,342","0,533" +"Comoros ","SUB-SAHARAN AFRICA ",690948,2170,"318,4","15,67",0,"74,93",700,"56,5","24,5","35,87","23,32","40,81",2,"36,93","8,2","0,4","0,04","0,56" +"Congo, Dem. Rep. ","SUB-SAHARAN AFRICA ",62660551,2345410,"26,7","0,00",0,"94,69",700,"65,5","0,2","2,96","0,52","96,52",2,"43,69","13,27","0,55","0,11","0,34" +"Congo, Repub. of the ","SUB-SAHARAN AFRICA ",3702314,342000,"10,8","0,05","-0,17","93,86",700,"83,8","3,7","0,51","0,13","99,36",2,"42,57","12,93","0,062","0,57","0,369" +"Cook Islands ","OCEANIA ",21388,240,"89,1","50,00",,,5000,"95,0","289,9","17,39","13,04","69,57",2,21,,"0,151","0,096","0,753" +"Costa Rica ","LATIN AMER. & CARIB ",4075261,51100,"79,8","2,52","0,51","9,95",9100,"96,0","340,7","4,41","5,88","89,71",2,"18,32","4,36","0,088","0,299","0,614" +"Cote d'Ivoire ","SUB-SAHARAN AFRICA ",17654843,322460,"54,8","0,16","-0,07","90,83",1400,"50,9","14,6","9,75","13,84","76,41",2,"35,11","14,84","0,279","0,171","0,55" +"Croatia ","EASTERN EUROPE ",4494749,56542,"79,5","10,32","1,58","6,84",10600,"98,5","420,4","26,09","2,27","71,65",,"9,61","11,48","0,07","0,308","0,622" +"Cuba ","LATIN AMER. & CARIB ",11382820,110860,"102,7","3,37","-1,58","6,33",2900,"97,0","74,7","33,05","7,6","59,35",2,"11,89","7,22","0,055","0,261","0,684" +"Cyprus ","NEAR EAST ",784301,9250,"84,8","7,01","0,43","7,18",19200,"97,6",,"7,79","4,44","87,77",3,"12,56","7,68","0,037","0,198","0,765" +"Czech Republic ","EASTERN EUROPE ",10235455,78866,"129,8","0,00","0,97","3,93",15700,"99,9","314,3","39,8","3,05","57,15",3,"9,02","10,59","0,034","0,393","0,573" +"Denmark ","WESTERN EUROPE ",5450661,43094,"126,5","16,97","2,48","4,56",31100,"100,0","614,6","54,02","0,19","45,79",3,"11,13","10,36","0,018","0,246","0,735" +"Djibouti ","SUB-SAHARAN AFRICA ",486530,23000,"21,2","1,37",0,"104,13",1300,"67,9","22,8","0,04",0,"99,96",1,"39,53","19,31","0,179","0,225","0,596" +"Dominica ","LATIN AMER. & CARIB ",68910,754,"91,4","19,63","-13,87","14,15",5400,"94,0","304,8","6,67",20,"73,33",2,"15,27","6,73","0,177","0,328","0,495" +"Dominican Republic ","LATIN AMER. & CARIB ",9183984,48730,"188,5","2,64","-3,22","32,38",6000,"84,7","97,4","22,65","10,33","67,02",2,"23,22","5,73","0,112","0,306","0,582" +"East Timor ","ASIA (EX. NEAR EAST) ",1062777,15007,"70,8","4,70",0,"47,41",500,"58,6",,"4,71","0,67","94,62",2,"26,99","6,24","0,085","0,231","0,684" +"Ecuador ","LATIN AMER. & CARIB ",13547510,283560,"47,8","0,79","-8,58","23,66",3300,"92,5","125,6","5,85","4,93","89,22",2,"22,29","4,23","0,07","0,312","0,618" +"Egypt ","NORTHERN AFRICA ",78887007,1001450,"78,8","0,24","-0,22","32,59",4000,"57,7","131,8","2,87","0,48","96,65",1,"22,94","5,23","0,149","0,357","0,493" +"El Salvador ","LATIN AMER. & CARIB ",6822378,21040,"324,3","1,46","-3,74","25,1",4800,"80,2","142,4","31,85","12,07","56,08",2,"26,61","5,78","0,099","0,302","0,599" +"Equatorial Guinea ","SUB-SAHARAN AFRICA ",540109,28051,"19,3","1,06",0,"85,13",2700,"85,7","18,5","4,63","3,57","91,8",2,"35,59","15,06","0,03","0,906","0,062" +"Eritrea ","SUB-SAHARAN AFRICA ",4786994,121320,"39,5","1,84",0,"74,87",700,"58,6","7,9","4,95","0,03","95,02","1,5","34,33","9,6","0,102","0,254","0,643" +"Estonia ","BALTICS ",1324333,45226,"29,3","8,39","-3,16","7,87",12300,"99,8","333,8","16,04","0,45","83,51",3,"10,04","13,25","0,04","0,294","0,666" +"Ethiopia ","SUB-SAHARAN AFRICA ",74777981,1127127,"66,3","0,00",0,"95,32",700,"42,7","8,2","10,71","0,75","88,54",2,"37,98","14,86","0,475","0,099","0,426" +"Faroe Islands ","WESTERN EUROPE ",47246,1399,"33,8","79,84","1,41","6,24",22000,,"503,8","2,14",0,"97,86",,"14,05","8,7","0,27","0,11","0,62" +"Fiji ","OCEANIA ",905949,18270,"49,6","6,18","-3,14","12,62",5800,"93,7","112,6","10,95","4,65","84,4",2,"22,55","5,65","0,089","0,135","0,776" +"Finland ","WESTERN EUROPE ",5231372,338145,"15,5","0,37","0,95","3,57",27400,"100,0","405,3","7,19","0,03","92,78",3,"10,45","9,86","0,028","0,295","0,676" +"France ","WESTERN EUROPE ",60876136,547030,"111,3","0,63","0,66","4,26",27600,"99,0","586,4","33,53","2,07","64,4",4,"11,99","9,14","0,022","0,214","0,764" +"French Guiana ","LATIN AMER. & CARIB ",199509,91000,"2,2","0,42","6,27","12,07",8300,"83,0","255,6","0,14","0,05","99,81",2,"20,46","4,88","0,066","0,156","0,778" +"French Polynesia ","OCEANIA ",274578,4167,"65,9","60,60","2,94","8,44",17500,"98,0","194,5","0,82","5,46","93,72",2,"16,68","4,69","0,031","0,19","0,769" +"Gabon ","SUB-SAHARAN AFRICA ",1424906,267667,"5,3","0,33",0,"53,64",5500,"63,2","27,4","1,26","0,66","98,08",2,"36,16","12,25","0,061","0,592","0,348" +"Gambia, The ","SUB-SAHARAN AFRICA ",1641564,11300,"145,3","0,71","1,57","72,02",1700,"40,1","26,8",25,"0,5","74,5",2,"39,37","12,25","0,308","0,142","0,549" +"Gaza Strip ","NEAR EAST ",1428757,360,"3968,8","11,11","1,6","22,93",600,,"244,3","28,95","21,05",50,3,"39,45","3,8","0,03","0,283","0,687" +"Georgia ","C.W. OF IND. STATES ",4661473,69700,"66,9","0,44","-4,7","18,59",2500,"99,0","146,6","11,44","3,86","84,7",3,"10,41","9,23","0,172","0,275","0,553" +"Germany ","WESTERN EUROPE ",82422299,357021,"230,9","0,67","2,18","4,16",27600,"99,0","667,9","33,85","0,59","65,56",3,"8,25","10,62","0,009","0,296","0,695" +"Ghana ","SUB-SAHARAN AFRICA ",22409572,239460,"93,6","0,23","-0,64","51,43",2200,"74,8","14,4","16,26","9,67","74,07",2,"30,52","9,72","0,366","0,246","0,387" +"Gibraltar ","WESTERN EUROPE ",27928,7,"3989,7","171,43",0,"5,13",17500,,"877,7",0,0,100,,"10,74","9,31",,, +"Greece ","WESTERN EUROPE ",10688058,131940,"81,0","10,37","2,35","5,53",20000,"97,5","589,7","21,1","8,78","70,12",3,"9,68","10,24","0,054","0,213","0,733" +"Greenland ","NORTHERN AMERICA ",56361,2166086,"0,0","2,04","-8,37","15,82",20000,,"448,9",0,0,100,1,"15,93","7,84",,, +"Grenada ","LATIN AMER. & CARIB ",89703,344,"260,8","35,17","-13,92","14,62",5000,"98,0","364,5","5,88","29,41","64,71",2,"22,08","6,88","0,054","0,18","0,766" +"Guadeloupe ","LATIN AMER. & CARIB ",452776,1780,"254,4","17,19","-0,15","8,6",8000,"90,0","463,8","11,24","3,55","85,21",2,"15,05","6,09","0,15","0,17","0,68" +"Guam ","OCEANIA ",171019,541,"316,1","23,20",0,"6,94",21000,"99,0","492,0","9,09","16,36","74,55",2,"18,79","4,48",,, +"Guatemala ","LATIN AMER. & CARIB ",12293545,108890,"112,9","0,37","-1,67","35,93",4100,"70,6","92,1","12,54","5,03","82,43",2,"29,88","5,2","0,227","0,188","0,585" +"Guernsey ","WESTERN EUROPE ",65409,78,"838,6","64,10","3,84","4,71",20000,,"842,4",,,,3,"8,81","10,01","0,03","0,1","0,87" +"Guinea ","SUB-SAHARAN AFRICA ",9690222,245857,"39,4","0,13","-3,06","90,37",2100,"35,9","2,7","3,63","2,58","93,79",2,"41,76","15,48","0,237","0,362","0,401" +"Guinea-Bissau ","SUB-SAHARAN AFRICA ",1442029,36120,"39,9","0,97","-1,57","107,17",800,"42,4","7,4","10,67","8,82","80,51",2,"37,22","16,53","0,62","0,12","0,26" +"Guyana ","LATIN AMER. & CARIB ",767245,214970,"3,6","0,21","-2,07","33,26",4000,"98,8","143,5","2,44","0,15","97,41",2,"18,28","8,28","0,37","0,203","0,427" +"Haiti ","LATIN AMER. & CARIB ",8308504,27750,"299,4","6,38","-3,4","73,45",1600,"52,9","16,9","28,3","11,61","60,09",2,"36,44","12,17","0,28","0,2","0,52" +"Honduras ","LATIN AMER. & CARIB ",7326496,112090,"65,4","0,73","-1,99","29,32",2600,"76,2","67,5","9,55","3,22","87,23",2,"28,24","5,28","0,139","0,312","0,549" +"Hong Kong ","ASIA (EX. NEAR EAST) ",6940432,1092,"6355,7","67,12","5,24","2,97",28800,"93,5","546,7","5,05","1,01","93,94",2,"7,29","6,29","0,001","0,092","0,906" +"Hungary ","EASTERN EUROPE ",9981334,93030,"107,3","0,00","0,86","8,57",13900,"99,4","336,2","50,09","2,06","47,85",3,"9,72","13,11","0,037","0,312","0,651" +"Iceland ","WESTERN EUROPE ",299388,103000,"2,9","4,83","2,38","3,31",30900,"99,9","647,7","0,07",0,"99,93",3,"13,64","6,72","0,086","0,15","0,765" +"India ","ASIA (EX. NEAR EAST) ",1095351995,3287590,"333,2","0,21","-0,07","56,29",2900,"59,5","45,4","54,4","2,74","42,86","2,5","22,01","8,18","0,186","0,276","0,538" +"Indonesia ","ASIA (EX. NEAR EAST) ",245452739,1919440,"127,9","2,85",0,"35,6",3200,"87,9","52,0","11,32","7,23","81,45",2,"20,34","6,25","0,134","0,458","0,408" +"Iran ","ASIA (EX. NEAR EAST) ",68688433,1648000,"41,7","0,15","-0,84","41,58",7000,"79,4","276,4","8,72","1,39","89,89",1,17,"5,55","0,116","0,424","0,46" +"Iraq ","NEAR EAST ",26783383,437072,"61,3","0,01",0,"50,25",1500,"40,4","38,6","13,15","0,78","86,07",1,"31,98","5,37","0,073","0,666","0,261" +"Ireland ","WESTERN EUROPE ",4062235,70280,"57,8","2,06","4,99","5,39",29600,"98,0","500,5","15,2","0,03","84,77",3,"14,45","7,82","0,05","0,46","0,49" +"Isle of Man ","WESTERN EUROPE ",75441,572,"131,9","27,97","5,36","5,93",21000,,"676,0",9,0,91,3,"11,05","11,19","0,01","0,13","0,86" +"Israel ","NEAR EAST ",6352117,20770,"305,8","1,31","0,68","7,03",19800,"95,4","462,3","16,39","4,17","79,44",3,"17,97","6,18","0,026","0,317","0,657" +"Italy ","WESTERN EUROPE ",58133509,301230,"193,0","2,52","2,07","5,94",26700,"98,6","430,9","27,79","9,53","62,68",,"8,72","10,4","0,021","0,291","0,688" +"Jamaica ","LATIN AMER. & CARIB ",2758124,10991,"250,9","9,30","-4,92","12,36",3900,"87,9","124,0","16,07","10,16","73,77",2,"20,82","6,52","0,049","0,337","0,615" +"Japan ","ASIA (EX. NEAR EAST) ",127463611,377835,"337,4","7,87",0,"3,26",28200,"99,0","461,2","12,19","0,96","86,85",3,"9,37","9,16","0,017","0,258","0,725" +"Jersey ","WESTERN EUROPE ",91084,116,"785,2","60,34","2,76","5,24",24800,,"811,3",0,0,100,3,"9,3","9,28","0,05","0,02","0,93" +"Jordan ","NEAR EAST ",5906760,92300,"64,0","0,03","6,59","17,35",4300,"91,3","104,5","2,67","1,83","95,5",1,"21,25","2,65","0,033","0,287","0,68" +"Kazakhstan ","C.W. OF IND. STATES ",15233244,2717300,"5,6","0,00","-3,35","29,21",6300,"98,4","164,1","7,98","0,05","91,97",4,16,"9,42","0,067","0,386","0,547" +"Kenya ","SUB-SAHARAN AFRICA ",34707817,582650,"59,6","0,09","-0,1","61,47",1000,"85,1","8,1","8,08","0,98","90,94","1,5","39,72","14,02","0,163","0,188","0,651" +"Kiribati ","OCEANIA ",105432,811,"130,0","140,94",0,"48,52",800,,"42,7","2,74","50,68","46,58",2,"30,65","8,26","0,089","0,242","0,668" +"Korea, North ","ASIA (EX. NEAR EAST) ",23113019,120540,"191,8","2,07",0,"24,04",1300,"99,0","42,4","20,76","2,49","76,75",3,"15,54","7,13","0,3","0,34","0,36" +"Korea, South ","ASIA (EX. NEAR EAST) ",48846823,98480,"496,0","2,45",0,"7,05",17800,"97,9","486,1","17,18","1,95","80,87",3,10,"5,85","0,033","0,403","0,563" +"Kuwait ","NEAR EAST ",2418393,17820,"135,7","2,80","14,18","9,95",19000,"83,5","211,0","0,73","0,11","99,16",1,"21,94","2,41","0,004","0,479","0,516" +"Kyrgyzstan ","C.W. OF IND. STATES ",5213898,198500,"26,3","0,00","-2,45","35,64",1600,"97,0","84,0","7,3","0,35","92,35","2,5","22,8","7,08","0,353","0,208","0,439" +"Laos ","ASIA (EX. NEAR EAST) ",6368481,236800,"26,9","0,00",0,"85,22",1700,"66,4","14,1","3,8","0,35","95,85",2,"35,49","11,55","0,455","0,287","0,258" +"Latvia ","BALTICS ",2274735,64589,"35,2","0,82","-2,23","9,55",10200,"99,8","321,4","29,67","0,47","69,86",3,"9,24","13,66","0,04","0,261","0,699" +"Lebanon ","NEAR EAST ",3874050,10400,"372,5","2,16",0,"24,52",4800,"87,4","255,6","16,62","13,98","69,4",,"18,52","6,21","0,12","0,21","0,67" +"Lesotho ","SUB-SAHARAN AFRICA ",2022331,30355,"66,6","0,00","-0,74","84,23",3000,"84,8","23,7","10,87","0,13",89,3,"24,75","28,71","0,163","0,443","0,394" +"Liberia ","SUB-SAHARAN AFRICA ",3042004,111370,"27,3","0,52",0,"128,87",1000,"57,5","2,3","3,95","2,28","93,77",2,"44,77","23,1","0,769","0,054","0,177" +"Libya ","NORTHERN AFRICA ",5900754,1759540,"3,4","0,10",0,"24,6",6400,"82,6","127,1","1,03","0,19","98,78",,"26,49","3,48","0,076","0,499","0,425" +"Liechtenstein ","WESTERN EUROPE ",33987,160,"212,4","0,00","4,85","4,7",25000,"100,0","585,5",25,0,75,4,"10,21","7,18","0,06","0,39","0,55" +"Lithuania ","BALTICS ",3585906,65200,"55,0","0,14","-0,71","6,89",11400,"99,6","223,4","45,22","0,91","53,87",,"8,75","10,98","0,055","0,325","0,62" +"Luxembourg ","WESTERN EUROPE ",474413,2586,"183,5","0,00","8,97","4,81",55100,"100,0","515,4","23,28","0,4","76,32",,"11,94","8,41","0,01","0,13","0,86" +"Macau ","ASIA (EX. NEAR EAST) ",453125,28,"16183,0","146,43","4,86","4,39",19400,"94,5","384,9",0,0,100,2,"8,48","4,47","0,001","0,072","0,927" +"Macedonia ","EASTERN EUROPE ",2050554,25333,"80,9","0,00","-1,45","10,09",6700,,"260,0","22,26","1,81","75,93",3,"12,02","8,77","0,118","0,319","0,563" +"Madagascar ","SUB-SAHARAN AFRICA ",18595469,587040,"31,7","0,82",0,"76,83",800,"68,9","3,6","5,07","1,03","93,91",2,"41,41","11,11","0,276","0,165","0,559" +"Malawi ","SUB-SAHARAN AFRICA ",13013926,118480,"109,8","0,00",0,"103,32",600,"62,7","7,9","23,38","1,49","75,13",2,"43,13","19,33","0,342","0,158","0,499" +"Malaysia ","ASIA (EX. NEAR EAST) ",24385858,329750,"74,0","1,42",0,"17,7",9000,"88,7","179,0","5,48","17,61","76,91",2,"22,86","5,05","0,084","0,48","0,436" +"Maldives ","ASIA (EX. NEAR EAST) ",359008,300,"1196,7","214,67",0,"56,52",3900,"97,2","90,0","13,33","16,67",70,2,"34,81","7,06","0,2","0,18","0,62" +"Mali ","SUB-SAHARAN AFRICA ",11716829,1240000,"9,5","0,00","-0,33","116,79",900,"46,4","6,4","3,82","0,03","96,15",2,"49,82","16,89","0,45","0,17","0,38" +"Malta ","WESTERN EUROPE ",400214,316,"1266,5","62,28","2,07","3,89",17700,"92,8","505,0","28,13","3,13","68,74",,"10,22","8,1","0,03","0,23","0,74" +"Marshall Islands ","OCEANIA ",60422,11854,"5,1","3,12","-6,04","29,45",1600,"93,7","91,2","16,67","38,89","44,44",2,"33,05","4,78","0,317","0,149","0,534" +"Martinique ","LATIN AMER. & CARIB ",436131,1100,"396,5","31,82","-0,05","7,09",14400,"97,7","394,4","10,38","9,43","80,19",2,"13,74","6,48","0,06","0,11","0,83" +"Mauritania ","SUB-SAHARAN AFRICA ",3177388,1030700,"3,1","0,07",0,"70,89",1800,"41,7","12,9","0,48","0,01","99,51",1,"40,99","12,16","0,25","0,29","0,46" +"Mauritius ","SUB-SAHARAN AFRICA ",1240827,2040,"608,3","8,68","-0,9","15,03",11400,"85,6","289,3","49,26","2,96","47,78",2,"15,43","6,86","0,059","0,298","0,643" +"Mayotte ","SUB-SAHARAN AFRICA ",201234,374,"538,1","49,52","6,78","62,4",2600,,"49,7",,,,2,"40,95","7,7",,, +"Mexico ","LATIN AMER. & CARIB ",107449525,1972550,"54,5","0,47","-4,87","20,91",9000,"92,2","181,6","12,99","1,31","85,7","1,5","20,69","4,74","0,038","0,259","0,702" +"Micronesia, Fed. St. ","OCEANIA ",108004,702,"153,9","870,66","-20,99","30,21",2000,"89,0","114,8","5,71","45,71","48,58",2,"24,68","4,75","0,289","0,152","0,559" +"Moldova ","C.W. OF IND. STATES ",4466706,33843,"132,0","0,00","-0,26","40,42",1800,"99,1","208,1","55,3","10,79","33,91",,"15,7","12,64","0,213","0,233","0,555" +"Monaco ","WESTERN EUROPE ",32543,2,"16271,5","205,00","7,75","5,43",27000,"99,0","1035,6",0,0,100,,"9,19","12,91","0,17",, +"Mongolia ","ASIA (EX. NEAR EAST) ",2832224,1564116,"1,8","0,00",0,"53,79",1800,"97,8","55,1","0,77",0,"99,23",1,"21,59","6,95","0,206","0,214","0,58" +"Montserrat ","LATIN AMER. & CARIB ",9439,102,"92,5","39,22",0,"7,35",3400,"97,0",,20,0,80,2,"17,59","7,1",,, +"Morocco ","NORTHERN AFRICA ",33241259,446550,"74,4","0,41","-0,98","41,62",4000,"51,7","40,4","19,61","2,17","78,22",,"21,98","5,58","0,217","0,357","0,426" +"Mozambique ","SUB-SAHARAN AFRICA ",19686505,801590,"24,6","0,31",0,"130,79",1200,"47,8","3,5","5,1","0,3","94,6",2,"35,18","21,35","0,262","0,348","0,39" +"Namibia ","SUB-SAHARAN AFRICA ",2044147,825418,"2,5","0,19",0,"48,98",7200,"84,0","62,6","0,99",0,"99,01",1,"24,32","18,86","0,097","0,315","0,588" +"Nauru ","OCEANIA ",13287,21,"632,7","142,86",0,"9,95",5000,,"143,0",0,0,100,2,"24,76","6,7",,, +"Nepal ","ASIA (EX. NEAR EAST) ",28287147,147181,"192,2","0,00",0,"66,98",1400,"45,2","15,9","21,68","0,64","77,68",,"30,98","9,31","0,38","0,21","0,41" +"Netherlands ","WESTERN EUROPE ",16491461,41526,"397,1","1,09","2,91","5,04",28600,"99,0","460,8","26,71","0,97","72,32",3,"10,9","8,68","0,021","0,244","0,736" +"Netherlands Antilles ","LATIN AMER. & CARIB ",221736,960,"231,0","37,92","-0,41","10,03",11400,"96,7","365,3",10,0,90,2,"14,78","6,45","0,01","0,15","0,84" +"New Caledonia ","OCEANIA ",219246,19060,"11,5","11,83",0,"7,72",15000,"91,0","252,2","0,38","0,33","99,29",2,"18,11","5,69","0,15","0,088","0,762" +"New Zealand ","OCEANIA ",4076140,268680,"15,2","5,63","4,05","5,85",21600,"99,0","441,7","5,6","6,99","87,41",3,"13,76","7,53","0,043","0,273","0,684" +"Nicaragua ","LATIN AMER. & CARIB ",5570129,129494,"43,0","0,70","-1,22","29,11",2300,"67,5","39,7","15,94","1,94","82,12",2,"24,51","4,45","0,165","0,275","0,56" +"Niger ","SUB-SAHARAN AFRICA ",12525094,1267000,"9,9","0,00","-0,67","121,69",800,"17,6","1,9","3,54","0,01","96,45",1,"50,73","20,91","0,39","0,17","0,44" +"Nigeria ","SUB-SAHARAN AFRICA ",131859731,923768,"142,7","0,09","0,26","98,8",900,"68,0","9,3","31,29","2,96","65,75","1,5","40,43","16,94","0,269","0,487","0,244" +"N. Mariana Islands ","OCEANIA ",82459,477,"172,9","310,69","9,61","7,11",12500,"97,0","254,7","13,04","4,35","82,61",2,"19,43","2,29",,, +"Norway ","WESTERN EUROPE ",4610820,323802,"14,2","7,77","1,74","3,7",37800,"100,0","461,7","2,87",0,"97,13",3,"11,46","9,4","0,021","0,415","0,564" +"Oman ","NEAR EAST ",3102229,212460,"14,6","0,98","0,28","19,51",13100,"75,8","85,5",0,"0,14","99,74",1,"36,24","3,81","0,027","0,39","0,583" +"Pakistan ","ASIA (EX. NEAR EAST) ",165803560,803940,"206,2","0,13","-2,77","72,44",2100,"45,7","31,8","27,87","0,87","71,26",1,"29,74","8,23","0,216","0,251","0,533" +"Palau ","OCEANIA ",20579,458,"44,9","331,66","2,85","14,84",9000,"92,0","325,6","8,7","4,35","86,95",2,"18,03","6,8","0,062","0,12","0,818" +"Panama ","LATIN AMER. & CARIB ",3191319,78200,"40,8","3,18","-0,91","20,47",6300,"92,6","137,9","7,36","1,98","90,66",2,"21,74","5,36","0,068","0,156","0,776" +"Papua New Guinea ","OCEANIA ",5670544,462840,"12,3","1,11",0,"51,45",2200,"64,6","10,9","0,46","1,44","98,1",2,"29,36","7,25","0,353","0,381","0,266" +"Paraguay ","LATIN AMER. & CARIB ",6506464,406750,"16,0","0,00","-0,08","25,63",4700,"94,0","49,2","7,6","0,23","92,17",2,"29,1","4,49","0,224","0,207","0,569" +"Peru ","LATIN AMER. & CARIB ",28302603,1285220,"22,0","0,19","-1,05","31,94",5100,"90,9","79,5","2,89","0,4","96,71","1,5","20,48","6,23","0,08","0,27","0,65" +"Philippines ","ASIA (EX. NEAR EAST) ",89468677,300000,"298,2","12,10","-1,5","23,51",4600,"92,6","38,4","18,95","16,77","64,28",2,"24,89","5,41","0,144","0,326","0,53" +"Poland ","EASTERN EUROPE ",38536869,312685,"123,3","0,16","-0,49","8,51",11100,"99,8","306,3","45,91","1,12","52,97",3,"9,85","9,89","0,05","0,311","0,64" +"Portugal ","WESTERN EUROPE ",10605870,92391,"114,8","1,94","3,57","5,05",18000,"93,3","399,2","21,75","7,81","70,44",3,"10,72","10,5","0,053","0,274","0,673" +"Puerto Rico ","LATIN AMER. & CARIB ",3927188,13790,"284,8","3,63","-1,46","8,24",16800,"94,1","283,1","3,95","5,52","90,53",2,"12,77","7,65","0,01","0,45","0,54" +"Qatar ","NEAR EAST ",885359,11437,"77,4","4,92","16,29","18,61",21500,"82,5","232,0","1,64","0,27","98,09",1,"15,56","4,72","0,002","0,801","0,197" +"Reunion ","SUB-SAHARAN AFRICA ",787584,2517,"312,9","8,22",0,"7,78",5800,"88,9","380,9","13,6","1,2","85,2",2,"18,9","5,49","0,08","0,19","0,73" +"Romania ","EASTERN EUROPE ",22303552,237500,"93,9","0,09","-0,13","26,43",7000,"98,4","196,9","40,82","2,25","56,93",3,"10,7","11,77","0,101","0,35","0,549" +"Russia ","C.W. OF IND. STATES ",142893540,17075200,"8,4","0,22","1,02","15,39",8900,"99,6","280,6","7,33","0,11","92,56",,"9,95","14,65","0,054","0,371","0,575" +"Rwanda ","SUB-SAHARAN AFRICA ",8648248,26338,"328,4","0,00",0,"91,23",1300,"70,4","2,7","40,54","12,16","47,3",3,"40,37","16,09","0,401","0,229","0,37" +"Saint Helena ","SUB-SAHARAN AFRICA ",7502,413,"18,2","14,53",0,19,2500,"97,0","293,3","12,9",0,"87,1",,"12,13","6,53",,, +"Saint Kitts & Nevis ","LATIN AMER. & CARIB ",39129,261,"149,9","51,72","-7,11","14,49",8800,"97,0","638,9","19,44","2,78","77,78",2,"18,02","8,33","0,035","0,258","0,707" +"Saint Lucia ","LATIN AMER. & CARIB ",168458,616,"273,5","25,65","-2,67","13,53",5400,"67,0","303,3","6,56","22,95","70,49",2,"19,68","5,08","0,07","0,2","0,73" +"St Pierre & Miquelon ","NORTHERN AMERICA ",7026,242,"29,0","49,59","-4,86","7,54",6900,"99,0","683,2","13,04",0,"86,96",,"13,52","6,83",,, +"Saint Vincent and the Grenadines ","LATIN AMER. & CARIB ",117848,389,"303,0","21,59","-7,64","14,78",2900,"96,0","190,9","17,95","17,95","64,1",2,"16,18","5,98","0,1","0,26","0,64" +"Samoa ","OCEANIA ",176908,2944,"60,1","13,69","-11,7","27,71",5600,"99,7","75,2","21,2","24,38","54,42",2,"16,43","6,62","0,114","0,584","0,302" +"San Marino ","WESTERN EUROPE ",29251,61,"479,5","0,00","10,98","5,73",34600,"96,0","704,3","16,67",0,"83,33",,"10,02","8,17",,, +"Sao Tome & Principe ","SUB-SAHARAN AFRICA ",193413,1001,"193,2","20,88","-2,72","43,11",1200,"79,3","36,2","6,25","48,96","44,79",2,"40,25","6,47","0,167","0,148","0,684" +"Saudi Arabia ","NEAR EAST ",27019731,1960582,"13,8","0,13","-2,71","13,24",11800,"78,8","140,6","1,67","0,09","98,24",1,"29,34","2,58","0,033","0,613","0,354" +"Senegal ","SUB-SAHARAN AFRICA ",11987121,196190,"61,1","0,27","0,2","55,51",1600,"40,2","22,2","12,78","0,21","87,01",2,"32,78","9,42","0,172","0,209","0,619" +"Serbia ","EASTERN EUROPE ",9396411,88361,"106,3","0,00","-1,33","12,89",2200,"93,0","285,8","33,35","3,2","63,45",,,,"0,166","0,255","0,579" +"Seychelles ","SUB-SAHARAN AFRICA ",81541,455,"179,2","107,91","-5,69","15,53",7800,"58,0","262,4","2,22","13,33","84,45",2,"16,03","6,29","0,032","0,304","0,665" +"Sierra Leone ","SUB-SAHARAN AFRICA ",6005250,71740,"83,7","0,56",0,"143,64",500,"31,4","4,0","6,98","0,89","92,13",2,"45,76","23,03","0,49","0,31","0,21" +"Singapore ","ASIA (EX. NEAR EAST) ",4492150,693,"6482,2","27,85","11,53","2,29",23700,"92,5","411,4","1,64",0,"98,36",2,"9,34","4,28",0,"0,339","0,661" +"Slovakia ","EASTERN EUROPE ",5439448,48845,"111,4","0,00","0,3","7,41",13300,,"220,1","30,16","2,62","67,22",3,"10,65","9,45","0,035","0,294","0,672" +"Slovenia ","EASTERN EUROPE ",2010347,20273,"99,2","0,23","1,12","4,45",19000,"99,7","406,1","8,6","1,49","89,91",,"8,98","10,31","0,028","0,369","0,603" +"Solomon Islands ","OCEANIA ",552438,28450,"19,4","18,67",0,"21,29",1700,,"13,4","0,64",2,"97,36",2,"30,01","3,92","0,42","0,11","0,47" +"Somalia ","SUB-SAHARAN AFRICA ",8863338,637657,"13,9","0,47","5,37","116,7",500,"37,8","11,3","1,67","0,04","98,29",1,"45,13","16,63","0,65","0,1","0,25" +"South Africa ","SUB-SAHARAN AFRICA ",44187637,1219912,"36,2","0,23","-0,29","61,81",10700,"86,4","107,0","12,08","0,79","87,13",1,"18,2",22,"0,025","0,303","0,671" +"Spain ","WESTERN EUROPE ",40397842,504782,"80,0","0,98","0,99","4,42",22000,"97,9","453,5","26,07","9,87","64,06",3,"10,06","9,72","0,04","0,295","0,665" +"Sri Lanka ","ASIA (EX. NEAR EAST) ",20222240,65610,"308,2","2,04","-1,31","14,35",3700,"92,3","61,5","13,86","15,7","70,44",2,"15,51","6,52","0,178","0,276","0,545" +"Sudan ","SUB-SAHARAN AFRICA ",41236378,2505810,"16,5","0,03","-0,02","62,5",1900,"61,1","16,3","6,83","0,18","92,99",2,"34,53","8,97","0,387","0,203","0,41" +"Suriname ","LATIN AMER. & CARIB ",439117,163270,"2,7","0,24","-8,81","23,57",4000,"93,0","184,7","0,37","0,06","99,57",2,"18,02","7,27","0,13","0,22","0,65" +"Swaziland ","SUB-SAHARAN AFRICA ",1136334,17363,"65,5","0,00",0,"69,27",4900,"81,6","30,8","10,35","0,7","88,95","2,5","27,41","29,74","0,119","0,515","0,366" +"Sweden ","WESTERN EUROPE ",9016596,449964,"20,0","0,72","1,67","2,77",26800,"99,0","715,0","6,54","0,01","93,45",3,"10,27","10,31","0,011","0,282","0,707" +"Switzerland ","WESTERN EUROPE ",7523934,41290,"182,2","0,00","4,05","4,39",32700,"99,0","680,9","10,42","0,61","88,97",3,"9,71","8,49","0,015","0,34","0,645" +"Syria ","NEAR EAST ",18881361,185180,"102,0","0,10",0,"29,53",3300,"76,9","153,8","25,22","4,43","70,35",1,"27,76","4,81","0,249","0,23","0,519" +"Taiwan ","ASIA (EX. NEAR EAST) ",23036087,35980,"640,3","4,35",0,"6,4",23400,"96,1","591,0",24,1,75,2,"12,56","6,48","0,018","0,259","0,723" +"Tajikistan ","C.W. OF IND. STATES ",7320815,143100,"51,2","0,00","-2,86","110,76",1000,"99,4","33,5","6,61","0,92","92,47",2,"32,65","8,25","0,234","0,286","0,48" +"Tanzania ","SUB-SAHARAN AFRICA ",37445392,945087,"39,6","0,15","-2,06","98,54",600,"78,2","4,0","4,52","1,08","94,4",,"37,71","16,39","0,432","0,172","0,396" +"Thailand ","ASIA (EX. NEAR EAST) ",64631595,514000,"125,7","0,63",0,"20,48",7400,"92,6","108,9","29,36","6,46","64,18",2,"13,87","7,04","0,099","0,441","0,46" +"Togo ","SUB-SAHARAN AFRICA ",5548702,56785,"97,7","0,10",0,"66,61",1500,"60,9","10,6","46,15","2,21","51,64",2,"37,01","9,83","0,395","0,204","0,401" +"Tonga ","OCEANIA ",114689,748,"153,3","56,02",0,"12,62",2200,"98,5","97,7","23,61","43,06","33,33",2,"25,37","5,28","0,23","0,27","0,5" +"Trinidad & Tobago ","LATIN AMER. & CARIB ",1065842,5128,"207,9","7,06","-10,83","24,31",9500,"98,6","303,5","14,62","9,16","76,22",2,"12,9","10,57","0,007","0,57","0,423" +"Tunisia ","NORTHERN AFRICA ",10175014,163610,"62,2","0,70","-0,57","24,77",6900,"74,2","123,6","17,86","13,74","68,4",3,"15,52","5,13","0,132","0,318","0,55" +"Turkey ","NEAR EAST ",70413958,780580,"90,2","0,92",0,"41,04",6700,"86,5","269,5","30,93","3,31","65,76",3,"16,62","5,97","0,117","0,298","0,585" +"Turkmenistan ","C.W. OF IND. STATES ",5042920,488100,"10,3","0,00","-0,86","73,08",5800,"98,0","74,6","3,72","0,14","96,14",1,"27,61","8,6","0,209","0,38","0,411" +"Turks & Caicos Is ","LATIN AMER. & CARIB ",21152,430,"49,2","90,47","11,68","15,67",9600,"98,0","269,5","2,33",0,"97,67",2,"21,84","4,21",,, +"Tuvalu ","OCEANIA ",11810,26,"454,2","92,31",0,"20,03",1100,,"59,3",0,0,100,2,"22,18","7,11","0,166","0,272","0,562" +"Uganda ","SUB-SAHARAN AFRICA ",28195754,236040,"119,5","0,00",0,"67,83",1400,"69,9","3,6","25,88","10,65","63,47",2,"47,35","12,24","0,311","0,222","0,469" +"Ukraine ","C.W. OF IND. STATES ",46710816,603700,"77,4","0,46","-0,39","20,34",5400,"99,7","259,9","56,21","1,61","42,18",3,"8,82","14,39","0,187","0,452","0,361" +"United Arab Emirates ","NEAR EAST ",2602713,82880,"31,4","1,59","1,03","14,51",23200,"77,9","475,3","0,6","2,25","97,15",1,"18,96","4,4","0,04","0,585","0,375" +"United Kingdom ","WESTERN EUROPE ",60609153,244820,"247,6","5,08","2,19","5,16",27700,"99,0","543,5","23,46","0,21","76,33",3,"10,71","10,13","0,005","0,237","0,758" +"United States ","NORTHERN AMERICA ",298444215,9631420,"31,0","0,21","3,41","6,5",37800,"97,0","898,0","19,13","0,22","80,65",3,"14,14","8,26","0,01","0,204","0,787" +"Uruguay ","LATIN AMER. & CARIB ",3431932,176220,"19,5","0,37","-0,32","11,95",12800,"98,0","291,4","7,43","0,23","92,34",3,"13,91","9,05","0,093","0,311","0,596" +"Uzbekistan ","C.W. OF IND. STATES ",27307134,447400,"61,0","0,00","-1,72","71,1",1700,"99,3","62,9","10,83","0,83","88,34",1,"26,36","7,84","0,342","0,229","0,43" +"Vanuatu ","OCEANIA ",208869,12200,"17,1","20,72",0,"55,16",2900,"53,0","32,6","2,46","7,38","90,16",2,"22,72","7,82","0,26","0,12","0,62" +"Venezuela ","LATIN AMER. & CARIB ",25730435,912050,"28,2","0,31","-0,04","22,2",4800,"93,4","140,1","2,95","0,92","96,13",2,"18,71","4,92","0,04","0,419","0,541" +"Vietnam ","ASIA (EX. NEAR EAST) ",84402966,329560,"256,1","1,05","-0,45","25,95",2500,"90,3","187,7","19,97","5,95","74,08",2,"16,86","6,22","0,209","0,41","0,381" +"Virgin Islands ","LATIN AMER. & CARIB ",108605,1910,"56,9","9,84","-8,94","8,03",17200,,"652,8","11,76","2,94","85,3",2,"13,96","6,43","0,01","0,19","0,8" +"Wallis and Futuna ","OCEANIA ",16025,274,"58,5","47,08",,,3700,"50,0","118,6",5,25,70,2,,,,, +"West Bank ","NEAR EAST ",2460492,5860,"419,9","0,00","2,98","19,62",800,,"145,2","16,9","18,97","64,13",3,"31,67","3,92","0,09","0,28","0,63" +"Western Sahara ","NORTHERN AFRICA ",273008,266000,"1,0","0,42",,,,,,"0,02",0,"99,98",1,,,,,"0,4" +"Yemen ","NEAR EAST ",21456188,527970,"40,6","0,36",0,"61,5",800,"50,2","37,2","2,78","0,24","96,98",1,"42,89","8,3","0,135","0,472","0,393" +"Zambia ","SUB-SAHARAN AFRICA ",11502010,752614,"15,3","0,00",0,"88,29",800,"80,6","8,2","7,08","0,03","92,9",2,41,"19,93","0,22","0,29","0,489" +"Zimbabwe ","SUB-SAHARAN AFRICA ",12236805,390580,"31,3","0,00",0,"67,69",1900,"90,7","26,8","8,32","0,34","91,34",2,"28,01","21,84","0,179","0,243","0,579"