diff --git a/Housing.ipynb b/Housing.ipynb new file mode 100644 index 0000000..9c2b8b2 --- /dev/null +++ b/Housing.ipynb @@ -0,0 +1,3077 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "name": "Housing.ipynb", + "provenance": [] + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "id": "j754EDuNJWlX" + }, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import seaborn as sns\n", + "from google.colab import drive\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "source": [ + "drive.mount ('/content/drive')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "O_BLCGWKtDhw", + "outputId": "5380b1cc-2993-45cf-eeaa-021a99e26310" + }, + "execution_count": 2, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Mounted at /content/drive\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_houses = pd.read_csv('/content/drive/MyDrive/train.csv')" + ], + "metadata": { + "id": "dJsBZ_mVtK79" + }, + "execution_count": 3, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "df_houses.head()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 299 + }, + "id": "A0IfSjBrtk3y", + "outputId": "8f77d10f-f53a-44e2-9888-3edbc3443593" + }, + "execution_count": 4, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "\n", + "
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IdMSSubClassLotFrontageLotAreaOverallQualOverallCondYearBuiltYearRemodAddMasVnrAreaBsmtFinSF1BsmtFinSF2BsmtUnfSFTotalBsmtSF1stFlrSF2ndFlrSFLowQualFinSFGrLivAreaBsmtFullBathBsmtHalfBathFullBathHalfBathBedroomAbvGrKitchenAbvGrTotRmsAbvGrdFireplacesGarageYrBltGarageCarsGarageAreaWoodDeckSFOpenPorchSFEnclosedPorch3SsnPorchScreenPorchPoolAreaMiscValMoSoldYrSoldSalePrice
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mean730.50000056.89726070.04995810516.8280826.0993155.5753421971.2678081984.865753103.685262443.63972646.549315567.2404111057.4294521162.626712346.9924665.8445211515.4636990.4253420.0575341.5650680.3828772.8664381.0465756.5178080.6130141978.5061641.767123472.98013794.24452146.66027421.9541103.40958915.0609592.75890443.4890416.3219182007.815753180921.195890
std421.61000942.30057124.2847529981.2649321.3829971.11279930.20290420.645407181.066207456.098091161.319273441.866955438.705324386.587738436.52843648.623081525.4803830.5189110.2387530.5509160.5028850.8157780.2203381.6253930.64466624.6897250.747315213.804841125.33879466.25602861.11914929.31733155.75741540.177307496.1230242.7036261.32809579442.502883
min1.00000020.00000021.0000001300.0000001.0000001.0000001872.0000001950.0000000.0000000.0000000.0000000.0000000.000000334.0000000.0000000.000000334.0000000.0000000.0000000.0000000.0000000.0000000.0000002.0000000.0000001900.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000000.0000001.0000002006.00000034900.000000
25%365.75000020.00000059.0000007553.5000005.0000005.0000001954.0000001967.0000000.0000000.0000000.000000223.000000795.750000882.0000000.0000000.0000001129.5000000.0000000.0000001.0000000.0000002.0000001.0000005.0000000.0000001961.0000001.000000334.5000000.0000000.0000000.0000000.0000000.0000000.0000000.0000005.0000002007.000000129975.000000
50%730.50000050.00000069.0000009478.5000006.0000005.0000001973.0000001994.0000000.000000383.5000000.000000477.500000991.5000001087.0000000.0000000.0000001464.0000000.0000000.0000002.0000000.0000003.0000001.0000006.0000001.0000001980.0000002.000000480.0000000.00000025.0000000.0000000.0000000.0000000.0000000.0000006.0000002008.000000163000.000000
75%1095.25000070.00000080.00000011601.5000007.0000006.0000002000.0000002004.000000166.000000712.2500000.000000808.0000001298.2500001391.250000728.0000000.0000001776.7500001.0000000.0000002.0000001.0000003.0000001.0000007.0000001.0000002002.0000002.000000576.000000168.00000068.0000000.0000000.0000000.0000000.0000000.0000008.0000002009.000000214000.000000
max1460.000000190.000000313.000000215245.00000010.0000009.0000002010.0000002010.0000001600.0000005644.0000001474.0000002336.0000006110.0000004692.0000002065.000000572.0000005642.0000003.0000002.0000003.0000002.0000008.0000003.00000014.0000003.0000002010.0000004.0000001418.000000857.000000547.000000552.000000508.000000480.000000738.00000015500.00000012.0000002010.000000755000.000000
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YrSold SalePrice\n", + "count 1460.000000 1460.000000 ... 1460.000000 1460.000000\n", + "mean 730.500000 56.897260 ... 2007.815753 180921.195890\n", + "std 421.610009 42.300571 ... 1.328095 79442.502883\n", + "min 1.000000 20.000000 ... 2006.000000 34900.000000\n", + "25% 365.750000 20.000000 ... 2007.000000 129975.000000\n", + "50% 730.500000 50.000000 ... 2008.000000 163000.000000\n", + "75% 1095.250000 70.000000 ... 2009.000000 214000.000000\n", + "max 1460.000000 190.000000 ... 2010.000000 755000.000000\n", + "\n", + "[8 rows x 38 columns]" + ] + }, + "metadata": {}, + "execution_count": 6 + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_houses.columns\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "KpBkQ81rt9b4", + "outputId": "ab218302-1a29-4b48-82f6-08458a54317c" + }, + "execution_count": 7, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Index(['Id', 'MSSubClass', 'MSZoning', 'LotFrontage', 'LotArea', 'Street',\n", + " 'Alley', 'LotShape', 'LandContour', 'Utilities', 'LotConfig',\n", + " 'LandSlope', 'Neighborhood', 'Condition1', 'Condition2', 'BldgType',\n", + " 'HouseStyle', 'OverallQual', 'OverallCond', 'YearBuilt', 'YearRemodAdd',\n", + " 'RoofStyle', 'RoofMatl', 'Exterior1st', 'Exterior2nd', 'MasVnrType',\n", + " 'MasVnrArea', 'ExterQual', 'ExterCond', 'Foundation', 'BsmtQual',\n", + " 'BsmtCond', 'BsmtExposure', 'BsmtFinType1', 'BsmtFinSF1',\n", + " 'BsmtFinType2', 'BsmtFinSF2', 'BsmtUnfSF', 'TotalBsmtSF', 'Heating',\n", + " 'HeatingQC', 'CentralAir', 'Electrical', '1stFlrSF', '2ndFlrSF',\n", + " 'LowQualFinSF', 'GrLivArea', 'BsmtFullBath', 'BsmtHalfBath', 'FullBath',\n", + " 'HalfBath', 'BedroomAbvGr', 'KitchenAbvGr', 'KitchenQual',\n", + " 'TotRmsAbvGrd', 'Functional', 'Fireplaces', 'FireplaceQu', 'GarageType',\n", + " 'GarageYrBlt', 'GarageFinish', 'GarageCars', 'GarageArea', 'GarageQual',\n", + " 'GarageCond', 'PavedDrive', 'WoodDeckSF', 'OpenPorchSF',\n", + " 'EnclosedPorch', '3SsnPorch', 'ScreenPorch', 'PoolArea', 'PoolQC',\n", + " 'Fence', 'MiscFeature', 'MiscVal', 'MoSold', 'YrSold', 'SaleType',\n", + " 'SaleCondition', 'SalePrice'],\n", + " dtype='object')" + ] + }, + "metadata": {}, + "execution_count": 7 + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_houses.isnull().sum()[df_houses.isnull().sum()>0]" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "SY0NoKx5uJkU", + "outputId": "90339b8c-13cf-4c73-fa70-5008d315d369" + }, + "execution_count": 8, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "LotFrontage 259\n", + "Alley 1369\n", + "MasVnrType 8\n", + "MasVnrArea 8\n", + "BsmtQual 37\n", + "BsmtCond 37\n", + "BsmtExposure 38\n", + "BsmtFinType1 37\n", + "BsmtFinType2 38\n", + "Electrical 1\n", + "FireplaceQu 690\n", + "GarageType 81\n", + "GarageYrBlt 81\n", + "GarageFinish 81\n", + "GarageQual 81\n", + "GarageCond 81\n", + "PoolQC 1453\n", + "Fence 1179\n", + "MiscFeature 1406\n", + "dtype: int64" + ] + }, + "metadata": {}, + "execution_count": 8 + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_houses['PoolQC'].isnull().sum()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "pnTIX_vBxUzQ", + "outputId": "c4dc41cd-accf-4c15-dada-e93bfec4866d" + }, + "execution_count": 9, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "1453" + ] + }, + "metadata": {}, + "execution_count": 9 + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_houses['PoolQC'] = df_houses['PoolQC'].fillna('NO')" + ], + "metadata": { + "id": "yOSecDUIy5-j" + }, + "execution_count": 10, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "df_houses['Alley'] = df_houses['Alley'].fillna('NO')" + ], + "metadata": { + "id": "urW8VdRN5S5s" + }, + "execution_count": 11, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + 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81\n", + "GarageQual 81\n", + "GarageCond 81\n", + "dtype: int64" + ] + }, + "metadata": {}, + "execution_count": 14 + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_houses.head()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 299 + }, + "id": "rDp7GVpSzN5o", + "outputId": "07e57845-907a-478e-a8f2-3f5c2d242261" + }, + "execution_count": 15, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "\n", + "
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IdMSSubClassMSZoningLotFrontageLotAreaStreetAlleyLotShapeLandContourUtilitiesLotConfigLandSlopeNeighborhoodCondition1Condition2BldgTypeHouseStyleOverallQualOverallCondYearBuiltYearRemodAddRoofStyleRoofMatlExterior1stExterior2ndMasVnrTypeMasVnrAreaExterQualExterCondFoundationBsmtQualBsmtCondBsmtExposureBsmtFinType1BsmtFinSF1BsmtFinType2BsmtFinSF2BsmtUnfSFTotalBsmtSFHeating...CentralAirElectrical1stFlrSF2ndFlrSFLowQualFinSFGrLivAreaBsmtFullBathBsmtHalfBathFullBathHalfBathBedroomAbvGrKitchenAbvGrKitchenQualTotRmsAbvGrdFunctionalFireplacesFireplaceQuGarageTypeGarageYrBltGarageFinishGarageCarsGarageAreaGarageQualGarageCondPavedDriveWoodDeckSFOpenPorchSFEnclosedPorch3SsnPorchScreenPorchPoolAreaPoolQCFenceMiscFeatureMiscValMoSoldYrSoldSaleTypeSaleConditionSalePrice
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1220RL80.09600PaveNORegLvlAllPubFR2GtlVeenkerFeedrNorm1Fam1Story6819761976GableCompShgMetalSdMetalSdNone0.0TATACBlockGdTAGdALQ978Unf02841262GasA...YSBrkr1262001262012031TA6Typ1TAAttchd1976.0RFn2460TATAY29800000NONONO052007WDNormal181500
2360RL68.011250PaveNOIR1LvlAllPubInsideGtlCollgCrNormNorm1Fam2Story7520012002GableCompShgVinylSdVinylSdBrkFace162.0GdTAPConcGdTAMnGLQ486Unf0434920GasA...YSBrkr92086601786102131Gd6Typ1TAAttchd2001.0RFn2608TATAY0420000NONONO092008WDNormal223500
3470RL60.09550PaveNOIR1LvlAllPubCornerGtlCrawforNormNorm1Fam2Story7519151970GableCompShgWd SdngWd ShngNone0.0TATABrkTilTAGdNoALQ216Unf0540756GasA...YSBrkr96175601717101031Gd7Typ1GdDetchd1998.0Unf3642TATAY035272000NONONO022006WDAbnorml140000
4560RL84.014260PaveNOIR1LvlAllPubFR2GtlNoRidgeNormNorm1Fam2Story8520002000GableCompShgVinylSdVinylSdBrkFace350.0GdTAPConcGdTAAvGLQ655Unf04901145GasA...YSBrkr1145105302198102141Gd9Typ1TAAttchd2000.0RFn3836TATAY192840000NONONO0122008WDNormal250000
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5 rows × 81 columns

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5 rows × 81 columns

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YearBuilt YearRemodAdd YrSold\n", + "0 856 854 0 ... 2003 2003 2008\n", + "1 1262 0 0 ... 1976 1976 2007\n", + "2 920 866 0 ... 2001 2002 2008\n", + "3 961 756 0 ... 1915 1970 2006\n", + "4 1145 1053 0 ... 2000 2000 2008\n", + "\n", + "[5 rows x 81 columns]" + ] + }, + "metadata": {}, + "execution_count": 18 + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_houses.corr()['LotArea'].sort_values(ascending=False)[1:]" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "L3z_87vbz4B6", + "outputId": "daa0a9d7-0b17-44ab-a184-b405aba6d7c1" + }, + "execution_count": 19, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "LotFrontage 0.426095\n", + "1stFlrSF 0.299475\n", + "Fireplaces 0.271364\n", + "SalePrice 0.263843\n", + "GrLivArea 0.263116\n", + "TotalBsmtSF 0.260833\n", + "BsmtFinSF1 0.214103\n", + "TotRmsAbvGrd 0.190015\n", + "GarageArea 0.180403\n", + "WoodDeckSF 0.171698\n", + "BsmtFullBath 0.158155\n", + "GarageCars 0.154871\n", + "FullBath 0.126031\n", + "BedroomAbvGr 0.119690\n", + "BsmtFinSF2 0.111170\n", + "OverallQual 0.105806\n", + "MasVnrArea 0.104160\n", + "OpenPorchSF 0.084774\n", + "PoolArea 0.077672\n", + "2ndFlrSF 0.050986\n", + "BsmtHalfBath 0.048046\n", + "ScreenPorch 0.043160\n", + "MiscVal 0.038068\n", + "3SsnPorch 0.020423\n", + "HalfBath 0.014259\n", + "YearBuilt 0.014228\n", + "YearRemodAdd 0.013788\n", + "LowQualFinSF 0.004779\n", + "MoSold 0.001205\n", + "BsmtUnfSF -0.002618\n", + "OverallCond -0.005636\n", + "YrSold -0.014261\n", + "KitchenAbvGr -0.017784\n", + "EnclosedPorch -0.018340\n", + "GarageYrBlt -0.024947\n", + "Id -0.033226\n", + "MSSubClass -0.139781\n", + "Name: LotArea, dtype: float64" + ] + }, + "metadata": {}, + "execution_count": 19 + } + ] + }, + { + "cell_type": "code", + "source": [ + "correlacion = df_houses.corr()\n", + "f, ax = plt.subplots(figsize=(12, 9))\n", + "sns.heatmap(correlacion, vmax=.8, square=True)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 624 + }, + "id": "eIn70XT5H8bm", + "outputId": "0a8f5a3e-547c-4af7-f7ba-a38559bc3acd" + }, + "execution_count": 20, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 20 + }, + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_houses.corr()['SalePrice'].sort_values(ascending=False)[1:]" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "EmQJm24aHzVZ", + "outputId": "f90770f8-5261-441e-e1d7-bb5aa2e98cc9" + }, + "execution_count": 21, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "OverallQual 0.790982\n", + "GrLivArea 0.708624\n", + "GarageCars 0.640409\n", + "GarageArea 0.623431\n", + "TotalBsmtSF 0.613581\n", + "1stFlrSF 0.605852\n", + "FullBath 0.560664\n", + "TotRmsAbvGrd 0.533723\n", + "YearBuilt 0.522897\n", + "YearRemodAdd 0.507101\n", + "GarageYrBlt 0.486362\n", + "MasVnrArea 0.477493\n", + "Fireplaces 0.466929\n", + "BsmtFinSF1 0.386420\n", + "LotFrontage 0.351799\n", + "WoodDeckSF 0.324413\n", + "2ndFlrSF 0.319334\n", + "OpenPorchSF 0.315856\n", + "HalfBath 0.284108\n", + "LotArea 0.263843\n", + "BsmtFullBath 0.227122\n", + "BsmtUnfSF 0.214479\n", + "BedroomAbvGr 0.168213\n", + "ScreenPorch 0.111447\n", + "PoolArea 0.092404\n", + "MoSold 0.046432\n", + "3SsnPorch 0.044584\n", + "BsmtFinSF2 -0.011378\n", + "BsmtHalfBath -0.016844\n", + "MiscVal -0.021190\n", + "Id -0.021917\n", + "LowQualFinSF -0.025606\n", + "YrSold -0.028923\n", + "OverallCond -0.077856\n", + "MSSubClass -0.084284\n", + "EnclosedPorch -0.128578\n", + "KitchenAbvGr -0.135907\n", + "Name: SalePrice, dtype: float64" + ] + }, + "metadata": {}, + "execution_count": 21 + } + ] + }, + { + "cell_type": "code", + "source": [ + "high_corr_sales = correlacion.index[abs(correlacion[\"SalePrice\"])>0.5]\n", + "plt.figure(figsize=(12,12))\n", + "sales_corr_fig = sns.heatmap(df_houses[high_corr_sales].corr(),annot=True,cmap='coolwarm')\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 769 + }, + "id": "ZnUyfMutpxIy", + "outputId": "e906930a-2900-465e-c709-850a9b31f587" + }, + "execution_count": 22, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + } + } + ] + }, + { + "cell_type": "code", + "source": [ + "important_columns = ['OverallQual', 'GrLivArea', 'GarageCars', 'GarageArea', 'TotalBsmtSF', '1stFlrSF', 'FullBath', 'TotRmsAbvGrd', 'YearBuilt', 'YearRemodAdd' ]\n", + "sns.pairplot(df_houses[important_columns])" + ], + "metadata": { + "id": "Xzil0p2Ht6ud" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "" + ], + "metadata": { + "id": "xsOPyCNFAxM7" + }, + "execution_count": null, + "outputs": [] + } + ] +} \ No newline at end of file