K Means Clustering.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## K Means Clustering Implementation "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this K Means Clustering we are going to cluster a list of words which have been used in multiple NIPS conference papers published between 1987 and 2015.<br/><br/>\n",
    "The dataset is in the form of a 11463 x 5812 matrix of word counts, containing 11463 words and 5811 NIPS conference papers (the first column contains the list of words). Each column contains the number of times each word appears in the corresponding document. The names of the columns give information about each document and its timestamp in the following format: Xyear_paperID.\n",
    "<br/><br/>\n",
    "The document-term matrix was constructed after tokenization, removal of stopwords and truncation of the vocabulary by only keeping words occurring more than 50 times."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Import Libraries "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 94,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "from sklearn.cluster import KMeans\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "from sklearn.decomposition import PCA\n",
    "from sklearn.decomposition import TruncatedSVD\n",
    "import plotly as py\n",
    "import plotly.graph_objs as go\n",
    "%matplotlib inline\n",
    "\n",
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "metadata": {},
   "outputs": [],
   "source": [
    "# df = pd.read_csv(\"https://archive.ics.uci.edu/ml/machine-learning-databases/00371/NIPS_1987-2015.csv\",header=0)\n",
    "df = pd.read_csv(\"Mall_Customers.csv\",header=0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "metadata": {},
   "outputs": [
    {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>CustomerID</th>\n",
       "      <th>Gender</th>\n",
       "      <th>Age</th>\n",
       "      <th>Annual Income (k$)</th>\n",
       "      <th>Spending Score (1-100)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>Male</td>\n",
       "      <td>19</td>\n",
       "      <td>15</td>\n",
       "      <td>39</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>Male</td>\n",
       "      <td>21</td>\n",
       "      <td>15</td>\n",
       "      <td>81</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>Female</td>\n",
       "      <td>20</td>\n",
       "      <td>16</td>\n",
       "      <td>6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>Female</td>\n",
       "      <td>23</td>\n",
       "      <td>16</td>\n",
       "      <td>77</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>Female</td>\n",
       "      <td>31</td>\n",
       "      <td>17</td>\n",
       "      <td>40</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   CustomerID  Gender  Age  Annual Income (k$)  Spending Score (1-100)\n",
       "0           1    Male   19                  15                      39\n",
       "1           2    Male   21                  15                      81\n",
       "2           3  Female   20                  16                       6\n",
       "3           4  Female   23                  16                      77\n",
       "4           5  Female   31                  17                      40"
      ]
     },
     "execution_count": 76,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Exploratory Data Analysis "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "CustomerID is of no use in this case so we'll drop it. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "metadata": {},
   "outputs": [],
   "source": [
    "df.drop('CustomerID',axis=1,inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Gender</th>\n",
       "      <th>Age</th>\n",
       "      <th>Annual Income (k$)</th>\n",
       "      <th>Spending Score (1-100)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Male</td>\n",
       "      <td>19</td>\n",
       "      <td>15</td>\n",
       "      <td>39</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Male</td>\n",
       "      <td>21</td>\n",
       "      <td>15</td>\n",
       "      <td>81</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Female</td>\n",
       "      <td>20</td>\n",
       "      <td>16</td>\n",
       "      <td>6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Female</td>\n",
       "      <td>23</td>\n",
       "      <td>16</td>\n",
       "      <td>77</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Female</td>\n",
       "      <td>31</td>\n",
       "      <td>17</td>\n",
       "      <td>40</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
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      "text/plain": [
       "   Gender  Age  Annual Income (k$)  Spending Score (1-100)\n",
       "0    Male   19                  15                      39\n",
       "1    Male   21                  15                      81\n",
       "2  Female   20                  16                       6\n",
       "3  Female   23                  16                      77\n",
       "4  Female   31                  17                      40"
      ]
     },
     "execution_count": 78,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Age</th>\n",
       "      <th>Annual Income (k$)</th>\n",
       "      <th>Spending Score (1-100)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>200.000000</td>\n",
       "      <td>200.000000</td>\n",
       "      <td>200.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>38.850000</td>\n",
       "      <td>60.560000</td>\n",
       "      <td>50.200000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>13.969007</td>\n",
       "      <td>26.264721</td>\n",
       "      <td>25.823522</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>18.000000</td>\n",
       "      <td>15.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>28.750000</td>\n",
       "      <td>41.500000</td>\n",
       "      <td>34.750000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>36.000000</td>\n",
       "      <td>61.500000</td>\n",
       "      <td>50.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>49.000000</td>\n",
       "      <td>78.000000</td>\n",
       "      <td>73.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>70.000000</td>\n",
       "      <td>137.000000</td>\n",
       "      <td>99.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              Age  Annual Income (k$)  Spending Score (1-100)\n",
       "count  200.000000          200.000000              200.000000\n",
       "mean    38.850000           60.560000               50.200000\n",
       "std     13.969007           26.264721               25.823522\n",
       "min     18.000000           15.000000                1.000000\n",
       "25%     28.750000           41.500000               34.750000\n",
       "50%     36.000000           61.500000               50.000000\n",
       "75%     49.000000           78.000000               73.000000\n",
       "max     70.000000          137.000000               99.000000"
      ]
     },
     "execution_count": 79,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Gender                    0\n",
       "Age                       0\n",
       "Annual Income (k$)        0\n",
       "Spending Score (1-100)    0\n",
       "dtype: int64"
      ]
     },
     "execution_count": 80,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Checking Missing Values\n",
    "df.isnull().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Gender                    object\n",
       "Age                        int64\n",
       "Annual Income (k$)         int64\n",
       "Spending Score (1-100)     int64\n",
       "dtype: object"
      ]
     },
     "execution_count": 81,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.dtypes"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Visualization "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x432 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Histograms\n",
    "\n",
    "plt.figure(1,figsize = (15 , 6))\n",
    "n=0\n",
    "\n",
    "for x in ['Age','Annual Income (k$)' , 'Spending Score (1-100)']:\n",
    "    n += 1\n",
    "    plt.subplot(1,3,n)\n",
    "    plt.subplots_adjust(hspace =0.5 , wspace = 0.5)\n",
    "    sns.distplot(df[x] , bins = 20)\n",
    "    plt.title('Distplot of {}'.format(x))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(1 , figsize = (15 , 5))\n",
    "sns.countplot(y = 'Gender' , data = df)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.PairGrid at 0x9ad8d1f348>"
      ]
     },
     "execution_count": 84,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 540x540 with 12 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Pair Plots\n",
    "sns.pairplot(df)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Distribution of values in Age , Annual Income and Spending Score according to Gender "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x504 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(1 , figsize = (15 , 7))\n",
    "n = 0 \n",
    "for cols in ['Age' , 'Annual Income (k$)' , 'Spending Score (1-100)']:\n",
    "    n += 1 \n",
    "    plt.subplot(1 , 3 , n)\n",
    "    plt.subplots_adjust(hspace = 0.5 , wspace = 0.5)\n",
    "    sns.violinplot(x = cols , y = 'Gender' , data = df , palette = 'vlag')\n",
    "    sns.swarmplot(x = cols , y = 'Gender' , data = df)\n",
    "    plt.ylabel('Gender' if n == 1 else '')\n",
    "    plt.title('Boxplots & Swarmplots' if n == 2 else '')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Scale the Data "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "metadata": {},
   "outputs": [],
   "source": [
    "Scaler = StandardScaler()\n",
    "Scaled_df = Scaler.fit_transform(df.iloc[:,1:])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "metadata": {},
   "outputs": [],
   "source": [
    "inertia = []\n",
    "for n_cluster in range(1 , 20):\n",
    "    kmeans = KMeans(n_clusters = n_cluster ,init='k-means++', n_init = 10 ,max_iter=300, \n",
    "                        tol=0.0001,  random_state= 111  , algorithm='elkan')\n",
    "    kmeans.fit(Scaled_df)\n",
    "    inertia.append(kmeans.inertia_)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Elbow Curve "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(1 , figsize = (15 ,6))\n",
    "# plt.plot(np.arange(1 , 20) , inertia , 'o')\n",
    "plt.plot(np.arange(1 , 20) , inertia , color='green', marker='o', linestyle='dashed',linewidth=2, markersize=12,markerfacecolor='purple')\n",
    "plt.xlabel('Number of Clusters') , plt.ylabel('Inertia or WSS')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Let's take k=6 and see how our clusters look"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Final Clustering "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "metadata": {},
   "outputs": [],
   "source": [
    "kmeans = KMeans(n_clusters = 6 ,init='k-means++', n_init = 10 ,max_iter=300, \n",
    "                        tol=0.0001,  random_state= 111  , algorithm='elkan')\n",
    "kmeans.fit(Scaled_df)\n",
    "inertia.append(kmeans.inertia_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "metadata": {},
   "outputs": [],
   "source": [
    "labels = kmeans.labels_\n",
    "centroids = kmeans.cluster_centers_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 92,
   "metadata": {},
   "outputs": [],
   "source": [
    "Clusted_df = df\n",
    "Clusted_df['Labels'] = labels"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Cluster Visualization "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 114,
   "metadata": {},
   "outputs": [
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{\"text\": \"Clusters\"}},                        {\"responsive\": true}                    ).then(function(){\n",
       "                            \n",
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       "var x = new MutationObserver(function (mutations, observer) {{\n",
       "        var display = window.getComputedStyle(gd).display;\n",
       "        if (!display || display === 'none') {{\n",
       "            console.log([gd, 'removed!']);\n",
       "            Plotly.purge(gd);\n",
       "            observer.disconnect();\n",
       "        }}\n",
       "}});\n",
       "\n",
       "// Listen for the removal of the full notebook cells\n",
       "var notebookContainer = gd.closest('#notebook-container');\n",
       "if (notebookContainer) {{\n",
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       "var outputEl = gd.closest('.output');\n",
       "if (outputEl) {{\n",
       "    x.observe(outputEl, {childList: true});\n",
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "param = go.Scatter3d(\n",
    "    x= Clusted_df['Age'],\n",
    "    y= Clusted_df['Spending Score (1-100)'],\n",
    "    z= Clusted_df['Annual Income (k$)'],\n",
    "    hovertext= Clusted_df['Labels'], \n",
    "    mode='markers',\n",
    "     marker=dict(\n",
    "        color = df['Labels'], \n",
    "        size= 20,\n",
    "        line=dict(\n",
    "            color= df['Labels'],\n",
    "            width= 12\n",
    "        ),\n",
    "        opacity=0.8\n",
    "     )\n",
    ")\n",
    "data = [param]\n",
    "layout = go.Layout(\n",
    "    title= 'Clusters',\n",
    "    scene = dict(\n",
    "            xaxis = dict(title  = 'Age'),\n",
    "            yaxis = dict(title  = 'Spending Score'),\n",
    "            zaxis = dict(title  = 'Annual Income')\n",
    "        )\n",
    ")\n",
    "fig = go.Figure(data=data, layout=layout)\n",
    "py.offline.iplot(fig)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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