Skip to content

Instantly share code, notes, and snippets.

@AllieUbisse

AllieUbisse/outlier-detection-3ways-methods.ipynb

Created June 6, 2020 03:36
Show Gist options
  • Save AllieUbisse/4676dd20f33196de61f7e0750ab80c44 to your computer and use it in GitHub Desktop.
Save AllieUbisse/4676dd20f33196de61f7e0750ab80c44 to your computer and use it in GitHub Desktop.
Download ZIP
Outlier-Detection-3WAYS-Methods.ipynb
Display the source blob
Display the rendered blob
Raw
outlier-detection-3ways-methods.ipynb
{
"nbformat": 4,
"nbformat_minor": 0,
"metadata": {
"colab": {
"name": "Outlier-Detection-3WAYS-Methods.ipynb",
"provenance": [],
"collapsed_sections": [
"Y41mCGlZAk-s",
"lqLrIC7RBVVc",
"NQmEUGBABmwb",
"jwZuNSz0VG09",
"VvY2jmV4ZM6r",
"QTCBRuExaiqM",
"X8C_qMutc1V5"
],
"authorship_tag": "ABX9TyMhPr928L/rLGxIl7e68RkB",
"include_colab_link": true
},
"kernelspec": {
"name": "python3",
"display_name": "Python 3"
}
},
"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "view-in-github",
"colab_type": "text"
},
"source": [
"<a href=\"https://colab.research.google.com/gist/AllieUbisse/4676dd20f33196de61f7e0750ab80c44/outlier-detection-3ways-methods.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "Y41mCGlZAk-s",
"colab_type": "text"
},
"source": [
"# **1. Library Imports**"
]
},
{
"cell_type": "code",
"metadata": {
"id": "ODlzYMLK_6kL",
"colab_type": "code",
"colab": {}
},
"source": [
"import pandas as pd\n",
"import numpy as np\n",
"from scipy.stats import norm\n",
"\n",
"import matplotlib.pyplot as plt\n",
"%matplotlib inline\n",
"import seaborn as sns\n"
],
"execution_count": 0,
"outputs": []
},
{
"cell_type": "markdown",
"metadata": {
"id": "lqLrIC7RBVVc",
"colab_type": "text"
},
"source": [
"# **2. Import Dataset**\n",
"---\n",
"\n",
"source: [New York City Airbnb Open Data](https://www.kaggle.com/dgomonov/new-york-city-airbnb-open-data)"
]
},
{
"cell_type": "code",
"metadata": {
"id": "npW-YRWCA9AW",
"colab_type": "code",
"colab": {}
},
"source": [
"bnb = pd.read_csv('/content/AB_NYC_2019.csv')\n"
],
"execution_count": 0,
"outputs": []
},
{
"cell_type": "markdown",
"metadata": {
"id": "NQmEUGBABmwb",
"colab_type": "text"
},
"source": [
"# **3. Outlier Detection using percentile BnB**\n",
"---\n",
"Suppose price is defined as price per night"
]
},
{
"cell_type": "code",
"metadata": {
"id": "ck-e-iC6BxsT",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 401
},
"outputId": "7be52dfb-d49f-40ba-9101-996d84a70834"
},
"source": [
"bnb.head()"
],
"execution_count": 4,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>id</th>\n",
" <th>name</th>\n",
" <th>host_id</th>\n",
" <th>host_name</th>\n",
" <th>neighbourhood_group</th>\n",
" <th>neighbourhood</th>\n",
" <th>latitude</th>\n",
" <th>longitude</th>\n",
" <th>room_type</th>\n",
" <th>price</th>\n",
" <th>minimum_nights</th>\n",
" <th>number_of_reviews</th>\n",
" <th>last_review</th>\n",
" <th>reviews_per_month</th>\n",
" <th>calculated_host_listings_count</th>\n",
" <th>availability_365</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>2539</td>\n",
" <td>Clean &amp; quiet apt home by the park</td>\n",
" <td>2787</td>\n",
" <td>John</td>\n",
" <td>Brooklyn</td>\n",
" <td>Kensington</td>\n",
" <td>40.64749</td>\n",
" <td>-73.97237</td>\n",
" <td>Private room</td>\n",
" <td>149</td>\n",
" <td>1</td>\n",
" <td>9</td>\n",
" <td>2018-10-19</td>\n",
" <td>0.21</td>\n",
" <td>6</td>\n",
" <td>365</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>2595</td>\n",
" <td>Skylit Midtown Castle</td>\n",
" <td>2845</td>\n",
" <td>Jennifer</td>\n",
" <td>Manhattan</td>\n",
" <td>Midtown</td>\n",
" <td>40.75362</td>\n",
" <td>-73.98377</td>\n",
" <td>Entire home/apt</td>\n",
" <td>225</td>\n",
" <td>1</td>\n",
" <td>45</td>\n",
" <td>2019-05-21</td>\n",
" <td>0.38</td>\n",
" <td>2</td>\n",
" <td>355</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>3647</td>\n",
" <td>THE VILLAGE OF HARLEM....NEW YORK !</td>\n",
" <td>4632</td>\n",
" <td>Elisabeth</td>\n",
" <td>Manhattan</td>\n",
" <td>Harlem</td>\n",
" <td>40.80902</td>\n",
" <td>-73.94190</td>\n",
" <td>Private room</td>\n",
" <td>150</td>\n",
" <td>3</td>\n",
" <td>0</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>1</td>\n",
" <td>365</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>3831</td>\n",
" <td>Cozy Entire Floor of Brownstone</td>\n",
" <td>4869</td>\n",
" <td>LisaRoxanne</td>\n",
" <td>Brooklyn</td>\n",
" <td>Clinton Hill</td>\n",
" <td>40.68514</td>\n",
" <td>-73.95976</td>\n",
" <td>Entire home/apt</td>\n",
" <td>89</td>\n",
" <td>1</td>\n",
" <td>270</td>\n",
" <td>2019-07-05</td>\n",
" <td>4.64</td>\n",
" <td>1</td>\n",
" <td>194</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>5022</td>\n",
" <td>Entire Apt: Spacious Studio/Loft by central park</td>\n",
" <td>7192</td>\n",
" <td>Laura</td>\n",
" <td>Manhattan</td>\n",
" <td>East Harlem</td>\n",
" <td>40.79851</td>\n",
" <td>-73.94399</td>\n",
" <td>Entire home/apt</td>\n",
" <td>80</td>\n",
" <td>10</td>\n",
" <td>9</td>\n",
" <td>2018-11-19</td>\n",
" <td>0.10</td>\n",
" <td>1</td>\n",
" <td>0</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" id ... availability_365\n",
"0 2539 ... 365\n",
"1 2595 ... 355\n",
"2 3647 ... 365\n",
"3 3831 ... 194\n",
"4 5022 ... 0\n",
"\n",
"[5 rows x 16 columns]"
]
},
"metadata": {
"tags": []
},
"execution_count": 4
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "ShT93U79HgPK",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 287
},
"outputId": "d1402857-e666-4975-a9dd-d59817420d2b"
},
"source": [
"bnb[['price', 'minimum_nights','number_of_reviews', 'reviews_per_month']].describe()"
],
"execution_count": 56,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>price</th>\n",
" <th>minimum_nights</th>\n",
" <th>number_of_reviews</th>\n",
" <th>reviews_per_month</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>count</th>\n",
" <td>48895.000000</td>\n",
" <td>48895.000000</td>\n",
" <td>48895.000000</td>\n",
" <td>38843.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>mean</th>\n",
" <td>152.720687</td>\n",
" <td>7.029962</td>\n",
" <td>23.274466</td>\n",
" <td>1.373221</td>\n",
" </tr>\n",
" <tr>\n",
" <th>std</th>\n",
" <td>240.154170</td>\n",
" <td>20.510550</td>\n",
" <td>44.550582</td>\n",
" <td>1.680442</td>\n",
" </tr>\n",
" <tr>\n",
" <th>min</th>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.010000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>25%</th>\n",
" <td>69.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.190000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>50%</th>\n",
" <td>106.000000</td>\n",
" <td>3.000000</td>\n",
" <td>5.000000</td>\n",
" <td>0.720000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>75%</th>\n",
" <td>175.000000</td>\n",
" <td>5.000000</td>\n",
" <td>24.000000</td>\n",
" <td>2.020000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>max</th>\n",
" <td>10000.000000</td>\n",
" <td>1250.000000</td>\n",
" <td>629.000000</td>\n",
" <td>58.500000</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" price minimum_nights number_of_reviews reviews_per_month\n",
"count 48895.000000 48895.000000 48895.000000 38843.000000\n",
"mean 152.720687 7.029962 23.274466 1.373221\n",
"std 240.154170 20.510550 44.550582 1.680442\n",
"min 0.000000 1.000000 0.000000 0.010000\n",
"25% 69.000000 1.000000 1.000000 0.190000\n",
"50% 106.000000 3.000000 5.000000 0.720000\n",
"75% 175.000000 5.000000 24.000000 2.020000\n",
"max 10000.000000 1250.000000 629.000000 58.500000"
]
},
"metadata": {
"tags": []
},
"execution_count": 56
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "9m2kReN0DNzB",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 296
},
"outputId": "232ed44d-f219-4703-dfbf-081fc9f6c2dd"
},
"source": [
"sns.boxplot(x='price', data=bnb)"
],
"execution_count": 6,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0x7ff28eb262b0>"
]
},
"metadata": {
"tags": []
},
"execution_count": 6
},
{
"output_type": "display_data",
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"tags": [],
"needs_background": "light"
}
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "74O8VjkXJf8T",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 296
},
"outputId": "871b0ff0-a8a3-451f-e045-e73d06db1eed"
},
"source": [
"sns.distplot(bnb.price, bins=10, )"
],
"execution_count": 97,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0x7ff28dc05588>"
]
},
"metadata": {
"tags": []
},
"execution_count": 97
},
{
"output_type": "display_data",
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"tags": [],
"needs_background": "light"
}
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "6YWWbaXfDrYx",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 34
},
"outputId": "11bedaf4-d910-4e35-bf99-b7f993a897cb"
},
"source": [
"# set threshold values\n",
"min_price_threshold, max_price_treshold = bnb.price.quantile([0.01, 0.90])\n",
"min_price_threshold, max_price_treshold"
],
"execution_count": 90,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"(30.0, 269.0)"
]
},
"metadata": {
"tags": []
},
"execution_count": 90
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "Vsbg4MN9ERnS",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 34
},
"outputId": "84c31a19-936b-4ca0-b117-72684d42ef2d"
},
"source": [
"# count the price occurance\n",
"bnb[bnb.price<min_price_threshold].price.value_counts().sum()"
],
"execution_count": 91,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"404"
]
},
"metadata": {
"tags": []
},
"execution_count": 91
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "8uMQU4srFSHf",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 34
},
"outputId": "53647172-8f60-46f8-c1cb-0fb53a5b966f"
},
"source": [
"# count the price occurance\n",
"bnb[bnb.price>max_price_treshold].price.value_counts().sum()"
],
"execution_count": 92,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"4878"
]
},
"metadata": {
"tags": []
},
"execution_count": 92
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "-PLMXlcBGFgO",
"colab_type": "code",
"colab": {}
},
"source": [
"bnb_no_outliers = bnb[(bnb.price>min_price_threshold) & (bnb.price<max_price_treshold) ]"
],
"execution_count": 0,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"id": "gMKUAoMYGrr-",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 34
},
"outputId": "1fd82e55-3b9a-4041-f2f4-2ce558818a5c"
},
"source": [
"bnb.shape, bnb_no_outliers.shape"
],
"execution_count": 94,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"((48895, 16), (43325, 16))"
]
},
"metadata": {
"tags": []
},
"execution_count": 94
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "nPgHbSDUG3kI",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 296
},
"outputId": "d51e32ba-ebeb-496d-d0e6-b3ab0a9c0039"
},
"source": [
"sns.boxplot(x='price', data=bnb_no_outliers)"
],
"execution_count": 95,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0x7ff28d8a1a90>"
]
},
"metadata": {
"tags": []
},
"execution_count": 95
},
{
"output_type": "display_data",
"data": {
"image/png": "iVBORw0KGgoAAAANSUhEUgAAAWAAAAEGCAYAAABbzE8LAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjEsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+j8jraAAAJ+klEQVR4nO3dX4jl91nH8c+TXW03GrHpliWM1W0drYqgLhupUHpVlOYmCoriRXshVvwzrBdeVHpTvKuiEAcVoxarFiv4B4tUahVBtNh2N2zStJvYo7bUIU3SBpLirq1Nv16c3+IwzGx2kjPnmTPn9YJhzv7m7JznO/vdN+f8zsyZGmMEgOW7o3sAgHUlwABNBBigiQADNBFggCanD3Pls2fPjvPnzx/RKAAn05UrVz4/xnjV3uOHCvD58+dz+fLlxU0FsAaq6jP7HXcKAqCJAAM0EWCAJgIM0ESAAZoIMEATAQZoIsAATQQYoIkAAzQRYIAmAgzQRIABmggwQBMBBmgiwABNBBigiQADNBFggCaH+p1w62J7ezuz2ax7jEPZ2dlJkmxsbDRP0mdzczNbW1vdY8BtE+B9zGazXH30Wp6/8+7uUW7bqevPJkk+96X1/Cc9df2Z7hHg0Nbzf+tteP7Ou3PjO+7rHuO2nXnsA0myUjMv0s31wypxDhigiQADNBFggCYCDNBEgAGaCDBAEwEGaCLAAE0EGKCJAAM0EWCAJgIM0ESAAZoIMEATAQZoIsAATQQYoIkAAzQRYIAmAgzQRIABmggwQBMBBmgiwABNBBigiQADNBFggCYCDNBEgAGaCDBAEwEGaCLAAE0EGKCJAAM0EWCAJgIM0ESAAZoIMEATAQZoIsAATQQYoMlSAry9vZ3t7e1l3BTAQh1lv04fyWfdYzabLeNmABbuKPvlFARAEwEGaCLAAE0EGKCJAAM0EWCAJgIM0ESAAZoIMEATAQZoIsAATQQYoIkAAzQRYIAmAgzQRIABmggwQBMBBmgiwABNBBigiQADNBFggCYCDNBEgAGaCDBAEwEGaCLAAE0EGKCJAAM0EWCAJgIM0ESAAZoIMEATAQZoIsAATQQYoIkAAzQRYIAmAgzQRIABmggwQJPTy7iRnZ2d3LhxI5cuXVrGzb1ks9ksd3x5dI/BIdzxP89lNvviyuwxVsdsNsuZM2eO5HO/4D3gqnpbVV2uqstPP/30kQwBsI5e8B7wGOPBJA8mycWLF1/U3cKNjY0kyQMPPPBi/vrSXbp0KVf+48nuMTiEr778G7L52nMrs8dYHUf5qMo5YIAmAgzQRIABmggwQBMBBmgiwABNBBigiQADNBFggCYCDNBEgAGaCDBAEwEGaCLAAE0EGKCJAAM0EWCAJgIM0ESAAZoIMEATAQZoIsAATQQYoIkAAzQRYIAmAgzQRIABmggwQBMBBmgiwABNBBigiQADNBFggCYCDNBEgAGaCDBAEwEGaCLAAE0EGKCJAAM0EWCAJgIM0OT0Mm5kc3NzGTcDsHBH2a+lBHhra2sZNwOwcEfZL6cgAJoIMEATAQZoIsAATQQYoIkAAzQRYIAmAgzQRIABmggwQBMBBmgiwABNBBigiQADNBFggCYCDNBEgAGaCDBAEwEGaCLAAE0EGKCJAAM0EWCAJgIM0ESAAZoIMEATAQZoIsAATQQYoIkAAzQRYIAmAgzQRIABmggwQBMBBmgiwABNBBigiQADNBFggCYCDNDkdPcAx9Wp68/kzGMf6B7jtp26/oUkWamZF+nU9WeSnOseAw5FgPexubnZPcKh7ex8JUmysbGuETq3kv9urDcB3sfW1lb3CMAacA4YoIkAAzQRYIAmAgzQRIABmggwQBMBBmgiwABNBBigiQADNBFggCYCDNBEgAGaCDBAEwEGaCLAAE0EGKCJAAM0EWCAJgIM0KTGGLd/5aqnk3zm6MZ5Sc4m+Xz3EM3W/Wtg/dZ/XNf/LWOMV+09eKgAH2dVdXmMcbF7jk7r/jWwfutftfU7BQHQRIABmpykAD/YPcAxsO5fA+tfbyu3/hNzDhhg1Zyke8AAK0WAAZqsbICr6tNV9fGqulpVl6djd1fVh6rqU9P7V3TPuShV9e6qeqqqHt11bN/11txvVtWsqh6pqgt9ky/GAet/Z1XtTHvgalXdt+tjvzyt//Gq+qGeqRenql5dVf9YVZ+sqk9U1aXp+FrsgVusf7X3wBhjJd+SfDrJ2T3HfjXJ26fLb0/yru45F7jeNya5kOTRF1pvkvuS/G2SSvL6JB/pnv+I1v/OJL+0z3W/K8nDSV6W5DVJ/j3Jqe41vMT135PkwnT5riT/Nq1zLfbALda/0ntgZe8BH+D+JO+ZLr8nyQ83zrJQY4x/SvLMnsMHrff+JH805v41yTdW1T3LmfRoHLD+g9yf5H1jjC+NMf4zySzJ9x/ZcEswxnhijPHQdPmLSa4l2cia7IFbrP8gK7EHVjnAI8nfVdWVqnrbdOzcGOOJ6fLnkpzrGW1pDlrvRpLP7rref+XWm3WV/cL0EPvdu045nej1V9X5JN+X5CNZwz2wZ/3JCu+BVQ7wG8YYF5K8OcnPV9Ubd39wzB+HrM332K3beie/k+Rbk3xvkieS/HrvOEevqr4+yV8k+cUxxnO7P7YOe2Cf9a/0HljZAI8xdqb3TyX5q8wfXjx582HW9P6pvgmX4qD17iR59a7rfdN07EQZYzw5xnh+jPHVJL+X/3+IeSLXX1Vfk3l83jvG+Mvp8Nrsgf3Wv+p7YCUDXFVfV1V33byc5AeTPJrk/UneOl3trUn+umfCpTlove9P8pbpmfDXJ3l218PUE2PPOc0fyXwPJPP1/0RVvayqXpPk25J8dNnzLVJVVZI/SHJtjPEbuz60FnvgoPWv/B7ofhbwxbwleW3mz3A+nOQTSd4xHX9lkn9I8qkkf5/k7u5ZF7jmP838Idb/Zn4+66cOWm/mz3z/VubP/H48ycXu+Y9o/X88re+RzP/D3bPr+u+Y1v94kjd3z7+A9b8h89MLjyS5Or3dty574BbrX+k94EeRAZqs5CkIgJNAgAGaCDBAEwEGaCLAAE0EmJVXVb9SVW/qngMOy7ehsdKq6tQY4/nuOeDFcA+YY6uqzlfVY1X13qq6VlV/XlV3Tq8F/a6qeijJj1XVH1bVj05/596q+nBVPVxVH62qu6rqVFX9WlV9bHrRlp9pXhokEWCOv9cl+e0xxncmeS7Jz03HvzDGuDDGeN/NK1bV1yb5sySXxhjfk+RNSW5k/lNzz44x7k1yb5Kfnn48FVoJMMfdZ8cY/zJd/pPMfyQ1mYd2r9cleWKM8bEkGWM8N8b4SuavFfKWqrqa+UsYvjLz1waAVqe7B4AXsPdJipt//u9DfI5KsjXG+OBiRoLFcA+Y4+6bq+oHpss/meSfb3Hdx5PcU1X3Jsl0/vd0kg8m+dnp5QxTVd8+vYoetBJgjrvHM3/B/WtJXpH5C3Dva4zx5SQ/nmS7qh5O8qEkL0/y+0k+meSh6Zd6/m48+uMY8G1oHFvTr575mzHGdzePAkfCPWCAJu4BAzRxDxigiQADNBFggCYCDNBEgAGa/B8quxjd1RvOEQAAAABJRU5ErkJggg==\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"tags": [],
"needs_background": "light"
}
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "Km5wR5QtJrsj",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 296
},
"outputId": "39966afb-6ad3-45a0-9d6e-322acaf66197"
},
"source": [
"sns.distplot(bnb_no_outliers.price, bins=10)"
],
"execution_count": 96,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0x7ff28d7cedd8>"
]
},
"metadata": {
"tags": []
},
"execution_count": 96
},
{
"output_type": "display_data",
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"tags": [],
"needs_background": "light"
}
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "YtNwvtBsTZSG",
"colab_type": "code",
"colab": {}
},
"source": [
""
],
"execution_count": 0,
"outputs": []
},
{
"cell_type": "markdown",
"metadata": {
"id": "Nm-NTqEFTa9-",
"colab_type": "text"
},
"source": [
"# **Exercise 2**\n",
"---\n",
"source: [house prices](https://raw.githubusercontent.com/codebasics/py/master/ML/FeatureEngineering/2_outliers_z_score/Exercise/bhp.csv)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "jwZuNSz0VG09",
"colab_type": "text"
},
"source": [
"### Import dataset"
]
},
{
"cell_type": "code",
"metadata": {
"id": "CXc1NgdXTzsW",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 197
},
"outputId": "a9b0f9f5-6532-4e86-9cf0-4efe1cb2d6a3"
},
"source": [
"house = pd.read_csv('https://raw.githubusercontent.com/codebasics/py/master/ML/FeatureEngineering/2_outliers_z_score/Exercise/bhp.csv')\n",
"house.head()"
],
"execution_count": 99,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>location</th>\n",
" <th>size</th>\n",
" <th>total_sqft</th>\n",
" <th>bath</th>\n",
" <th>price</th>\n",
" <th>bhk</th>\n",
" <th>price_per_sqft</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>Electronic City Phase II</td>\n",
" <td>2 BHK</td>\n",
" <td>1056.0</td>\n",
" <td>2.0</td>\n",
" <td>39.07</td>\n",
" <td>2</td>\n",
" <td>3699</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>Chikka Tirupathi</td>\n",
" <td>4 Bedroom</td>\n",
" <td>2600.0</td>\n",
" <td>5.0</td>\n",
" <td>120.00</td>\n",
" <td>4</td>\n",
" <td>4615</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>Uttarahalli</td>\n",
" <td>3 BHK</td>\n",
" <td>1440.0</td>\n",
" <td>2.0</td>\n",
" <td>62.00</td>\n",
" <td>3</td>\n",
" <td>4305</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>Lingadheeranahalli</td>\n",
" <td>3 BHK</td>\n",
" <td>1521.0</td>\n",
" <td>3.0</td>\n",
" <td>95.00</td>\n",
" <td>3</td>\n",
" <td>6245</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>Kothanur</td>\n",
" <td>2 BHK</td>\n",
" <td>1200.0</td>\n",
" <td>2.0</td>\n",
" <td>51.00</td>\n",
" <td>2</td>\n",
" <td>4250</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" location size total_sqft ... price bhk price_per_sqft\n",
"0 Electronic City Phase II 2 BHK 1056.0 ... 39.07 2 3699\n",
"1 Chikka Tirupathi 4 Bedroom 2600.0 ... 120.00 4 4615\n",
"2 Uttarahalli 3 BHK 1440.0 ... 62.00 3 4305\n",
"3 Lingadheeranahalli 3 BHK 1521.0 ... 95.00 3 6245\n",
"4 Kothanur 2 BHK 1200.0 ... 51.00 2 4250\n",
"\n",
"[5 rows x 7 columns]"
]
},
"metadata": {
"tags": []
},
"execution_count": 99
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "wkFbg0N7VXUV",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 264
},
"outputId": "67e45da5-7a8d-416c-a80b-a83a37648b3c"
},
"source": [
"plt.hist(house.price, bins=20, rwidth=0.8, density=True)\n",
"\n",
"rng = np.arange(house.price.min(), house.price.max(), 0.1)\n",
"plt.plot(rng, norm.pdf(rng,house.price.mean(), house.price.std()))\n",
"plt.show()"
],
"execution_count": 126,
"outputs": [
{
"output_type": "display_data",
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"tags": [],
"needs_background": "light"
}
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "VvY2jmV4ZM6r",
"colab_type": "text"
},
"source": [
"## **Percentile**"
]
},
{
"cell_type": "code",
"metadata": {
"id": "3vGoC_a1ZKGk",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 34
},
"outputId": "ae5b9621-7977-469a-d519-fb7ee5c73977"
},
"source": [
"min_house_price_threshold, max_house_price_threshold = house.price.quantile([0.001, 0.999])\n",
"min_house_price_threshold, max_house_price_threshold"
],
"execution_count": 128,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"(11.5, 2000.0)"
]
},
"metadata": {
"tags": []
},
"execution_count": 128
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "Plo0n0XcZ0hN",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 34
},
"outputId": "f310fb5b-df0b-4acf-e180-feaeced8901b"
},
"source": [
"house_no_outliers = house[(house.price>min_house_price_threshold) & (house.price<max_house_price_threshold)]\n",
"house.shape, house_no_outliers.shape"
],
"execution_count": 129,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"((13200, 7), (13169, 7))"
]
},
"metadata": {
"tags": []
},
"execution_count": 129
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "R-bgC2OhaTmV",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 34
},
"outputId": "8fb79e04-452a-4676-9c8e-d753fc19c92b"
},
"source": [
"# outliers removed\n",
"house.shape[0] - house_no_outliers.shape[0]"
],
"execution_count": 131,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"31"
]
},
"metadata": {
"tags": []
},
"execution_count": 131
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "LsY-wHmWbNEW",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 264
},
"outputId": "e14874e0-b38f-4ce7-8bab-21a54e3b4290"
},
"source": [
"plt.hist(house_no_outliers.price, bins=20, rwidth=0.8, density=True)\n",
"\n",
"rng = np.arange(house_no_outliers.price.min(), house_no_outliers.price.max(), 0.1)\n",
"plt.plot(rng, norm.pdf(rng,house_no_outliers.price.mean(), house_no_outliers.price.std()))\n",
"plt.show()"
],
"execution_count": 132,
"outputs": [
{
"output_type": "display_data",
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"tags": [],
"needs_background": "light"
}
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "QTCBRuExaiqM",
"colab_type": "text"
},
"source": [
"## **IQR 4 std**"
]
},
{
"cell_type": "code",
"metadata": {
"id": "7eVhLOkSbHO1",
"colab_type": "code",
"colab": {}
},
"source": [
"# Set house price bounds\n",
"upper_bound = house.price.mean() + 4*house.price.std()\n",
"lower_bound = house.price.mean() - 4*house.price.std()"
],
"execution_count": 0,
"outputs": []
},
{
"cell_type": "code",
"metadata": {
"id": "FP7O-13aahRv",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 34
},
"outputId": "e6e534d1-1e0c-4a5a-88c5-9ec52bb421dd"
},
"source": [
"house_no_outliers_iqr = house[(house.price>lower_bound) & (house.price<upper_bound)]\n",
"house.shape, house_no_outliers_iqr.shape"
],
"execution_count": 137,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"((13200, 7), (13093, 7))"
]
},
"metadata": {
"tags": []
},
"execution_count": 137
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "7eqGL0R9cVQk",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 34
},
"outputId": "b0e7cb60-2b28-4ec7-e99e-4c82e39769c8"
},
"source": [
"house.shape[0] - house_no_outliers_iqr.shape[0]"
],
"execution_count": 138,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"107"
]
},
"metadata": {
"tags": []
},
"execution_count": 138
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "aiUXHS4zclLt",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 267
},
"outputId": "ec5fe407-b3d1-476f-c5ee-05ebcfc90f4c"
},
"source": [
"plt.hist(house_no_outliers_iqr.price, bins=20, rwidth=0.8, density=True)\n",
"\n",
"rng = np.arange(house_no_outliers_iqr.price.min(), house_no_outliers_iqr.price.max(), 0.1)\n",
"plt.plot(rng, norm.pdf(rng,house_no_outliers_iqr.price.mean(), house_no_outliers_iqr.price.std()))\n",
"plt.show()"
],
"execution_count": 139,
"outputs": [
{
"output_type": "display_data",
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"tags": [],
"needs_background": "light"
}
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "X8C_qMutc1V5",
"colab_type": "text"
},
"source": [
"## **Z-Score**"
]
},
{
"cell_type": "code",
"metadata": {
"id": "MDl9sRuuc6t3",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 197
},
"outputId": "776cb13f-5e1c-48e7-e435-6010288c7c50"
},
"source": [
"# calculate the z-score for each house price\n",
"house['price_Zscore'] = (house.price - house.price.mean()) / house.price.std()\n",
"house[['price','price_Zscore']].head()"
],
"execution_count": 143,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>price</th>\n",
" <th>price_Zscore</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>39.07</td>\n",
" <td>-0.490737</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>120.00</td>\n",
" <td>0.051777</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>62.00</td>\n",
" <td>-0.337026</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>95.00</td>\n",
" <td>-0.115811</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>51.00</td>\n",
" <td>-0.410764</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" price price_Zscore\n",
"0 39.07 -0.490737\n",
"1 120.00 0.051777\n",
"2 62.00 -0.337026\n",
"3 95.00 -0.115811\n",
"4 51.00 -0.410764"
]
},
"metadata": {
"tags": []
},
"execution_count": 143
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "G6sNLgW6eBc1",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 34
},
"outputId": "0834b913-5e29-4c92-f014-ae57783a81a8"
},
"source": [
"house_no_outliers_zscore = house[(house.price_Zscore>-4) & (house.price_Zscore<4)]\n",
"house.shape, house_no_outliers_zscore.shape"
],
"execution_count": 144,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"((13200, 8), (13093, 8))"
]
},
"metadata": {
"tags": []
},
"execution_count": 144
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "FV0D65e6eqFl",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 34
},
"outputId": "51744695-d42b-4303-85a5-963bcb3297da"
},
"source": [
"house.shape[0] - house_no_outliers_zscore.shape[0]"
],
"execution_count": 145,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"107"
]
},
"metadata": {
"tags": []
},
"execution_count": 145
}
]
},
{
"cell_type": "code",
"metadata": {
"id": "Gr7ituEye3Z-",
"colab_type": "code",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 267
},
"outputId": "86109545-edec-4f59-82b0-63ee001858ec"
},
"source": [
"plt.hist(house_no_outliers_zscore.price, bins=20, rwidth=0.8, density=True)\n",
"\n",
"rng = np.arange(house_no_outliers_zscore.price.min(), house_no_outliers_zscore.price.max(), 0.1)\n",
"plt.plot(rng, norm.pdf(rng,house_no_outliers_zscore.price.mean(), house_no_outliers_zscore.price.std()))\n",
"plt.show()"
],
"execution_count": 146,
"outputs": [
{
"output_type": "display_data",
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"tags": [],
"needs_background": "light"
}
}
]
}
]
}
@codebasics
Copy link

Good job.

Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment