Feature_selection.ipynb

{
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     "text": [
      "C:\\Users\\Abdur rahim nishad\\anaconda3\\lib\\site-packages\\numpy\\_distributor_init.py:30: UserWarning: loaded more than 1 DLL from .libs:\n",
      "C:\\Users\\Abdur rahim nishad\\anaconda3\\lib\\site-packages\\numpy\\.libs\\libopenblas.EL2C6PLE4ZYW3ECEVIV3OXXGRN2NRFM2.gfortran-win_amd64.dll\n",
      "C:\\Users\\Abdur rahim nishad\\anaconda3\\lib\\site-packages\\numpy\\.libs\\libopenblas.XWYDX2IKJW2NMTWSFYNGFUWKQU3LYTCZ.gfortran-win_amd64.dll\n",
      "  warnings.warn(\"loaded more than 1 DLL from .libs:\"\n"
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>battery_power</th>\n",
       "      <th>blue</th>\n",
       "      <th>clock_speed</th>\n",
       "      <th>dual_sim</th>\n",
       "      <th>fc</th>\n",
       "      <th>four_g</th>\n",
       "      <th>int_memory</th>\n",
       "      <th>m_dep</th>\n",
       "      <th>mobile_wt</th>\n",
       "      <th>n_cores</th>\n",
       "      <th>...</th>\n",
       "      <th>px_height</th>\n",
       "      <th>px_width</th>\n",
       "      <th>ram</th>\n",
       "      <th>sc_h</th>\n",
       "      <th>sc_w</th>\n",
       "      <th>talk_time</th>\n",
       "      <th>three_g</th>\n",
       "      <th>touch_screen</th>\n",
       "      <th>wifi</th>\n",
       "      <th>price_range</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>842</td>\n",
       "      <td>0</td>\n",
       "      <td>2.2</td>\n",
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       "      <td>1</td>\n",
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       "      <td>7</td>\n",
       "      <td>0.6</td>\n",
       "      <td>188</td>\n",
       "      <td>2</td>\n",
       "      <td>...</td>\n",
       "      <td>20</td>\n",
       "      <td>756</td>\n",
       "      <td>2549</td>\n",
       "      <td>9</td>\n",
       "      <td>7</td>\n",
       "      <td>19</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1021</td>\n",
       "      <td>1</td>\n",
       "      <td>0.5</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>53</td>\n",
       "      <td>0.7</td>\n",
       "      <td>136</td>\n",
       "      <td>3</td>\n",
       "      <td>...</td>\n",
       "      <td>905</td>\n",
       "      <td>1988</td>\n",
       "      <td>2631</td>\n",
       "      <td>17</td>\n",
       "      <td>3</td>\n",
       "      <td>7</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>563</td>\n",
       "      <td>1</td>\n",
       "      <td>0.5</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>41</td>\n",
       "      <td>0.9</td>\n",
       "      <td>145</td>\n",
       "      <td>5</td>\n",
       "      <td>...</td>\n",
       "      <td>1263</td>\n",
       "      <td>1716</td>\n",
       "      <td>2603</td>\n",
       "      <td>11</td>\n",
       "      <td>2</td>\n",
       "      <td>9</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>615</td>\n",
       "      <td>1</td>\n",
       "      <td>2.5</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>10</td>\n",
       "      <td>0.8</td>\n",
       "      <td>131</td>\n",
       "      <td>6</td>\n",
       "      <td>...</td>\n",
       "      <td>1216</td>\n",
       "      <td>1786</td>\n",
       "      <td>2769</td>\n",
       "      <td>16</td>\n",
       "      <td>8</td>\n",
       "      <td>11</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1821</td>\n",
       "      <td>1</td>\n",
       "      <td>1.2</td>\n",
       "      <td>0</td>\n",
       "      <td>13</td>\n",
       "      <td>1</td>\n",
       "      <td>44</td>\n",
       "      <td>0.6</td>\n",
       "      <td>141</td>\n",
       "      <td>2</td>\n",
       "      <td>...</td>\n",
       "      <td>1208</td>\n",
       "      <td>1212</td>\n",
       "      <td>1411</td>\n",
       "      <td>8</td>\n",
       "      <td>2</td>\n",
       "      <td>15</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 21 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   battery_power  blue  clock_speed  dual_sim  fc  four_g  int_memory  m_dep  \\\n",
       "0            842     0          2.2         0   1       0           7    0.6   \n",
       "1           1021     1          0.5         1   0       1          53    0.7   \n",
       "2            563     1          0.5         1   2       1          41    0.9   \n",
       "3            615     1          2.5         0   0       0          10    0.8   \n",
       "4           1821     1          1.2         0  13       1          44    0.6   \n",
       "\n",
       "   mobile_wt  n_cores  ...  px_height  px_width   ram  sc_h  sc_w  talk_time  \\\n",
       "0        188        2  ...         20       756  2549     9     7         19   \n",
       "1        136        3  ...        905      1988  2631    17     3          7   \n",
       "2        145        5  ...       1263      1716  2603    11     2          9   \n",
       "3        131        6  ...       1216      1786  2769    16     8         11   \n",
       "4        141        2  ...       1208      1212  1411     8     2         15   \n",
       "\n",
       "   three_g  touch_screen  wifi  price_range  \n",
       "0        0             0     1            1  \n",
       "1        1             1     0            2  \n",
       "2        1             1     0            2  \n",
       "3        1             0     0            2  \n",
       "4        1             1     0            1  \n",
       "\n",
       "[5 rows x 21 columns]"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "df=pd.read_csv('https://raw.githubusercontent.com/krishnaik06/Feature-Engineering-Live-sessions/master/mobile_dataset.csv')\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "10123fc3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.duplicated().sum()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "75a99073",
   "metadata": {},
   "source": [
    "# Univariate selection"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "8c497214",
   "metadata": {},
   "outputs": [],
   "source": [
    "X=df.iloc[:,:-1]\n",
    "y=df.iloc[:,-1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "8c9c561e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0       1\n",
       "1       2\n",
       "2       2\n",
       "3       2\n",
       "4       1\n",
       "       ..\n",
       "1995    0\n",
       "1996    2\n",
       "1997    3\n",
       "1998    0\n",
       "1999    3\n",
       "Name: price_range, Length: 2000, dtype: int64"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "975ac675",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0    1\n",
       "1    2\n",
       "2    2\n",
       "3    2\n",
       "4    1\n",
       "Name: price_range, dtype: int64"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "0a52f4d1",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.feature_selection import SelectKBest\n",
    "from sklearn.feature_selection import chi2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "33c2a6e3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(2000, 21)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "f2b550d2",
   "metadata": {},
   "outputs": [],
   "source": [
    "##Apply selectkbest algo with chi squre \n",
    "ordered_features=SelectKBest(score_func=chi2,k=20)\n",
    "orderd_feature=ordered_features.fit(X,y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "244951e0",
   "metadata": {},
   "outputs": [
    {
     "data": {
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      ],
      "text/plain": [
       "SelectKBest(k=20, score_func=<function chi2 at 0x0000019C22FD55E0>)"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "orderd_feature"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "fb222e6c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([1.41298666e+04, 7.23232323e-01, 6.48365906e-01, 6.31010795e-01,\n",
       "       1.01351665e+01, 1.52157239e+00, 8.98391244e+01, 7.45819631e-01,\n",
       "       9.59728626e+01, 9.09755558e+00, 9.18605355e+00, 1.73635695e+04,\n",
       "       9.81058675e+03, 9.31267519e+05, 9.61487832e+00, 1.64803191e+01,\n",
       "       1.32364000e+01, 3.27642810e-01, 1.92842942e+00, 4.22090730e-01])"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "orderd_feature.scores_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "6def8aef",
   "metadata": {},
   "outputs": [],
   "source": [
    "dfscore=pd.DataFrame(orderd_feature.scores_,columns=[\"Score\"])\n",
    "dfcolumns=pd.DataFrame(X.columns,columns=[\"X_feature\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "3c30aedf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['battery_power', 'blue', 'clock_speed', 'dual_sim', 'fc', 'four_g',\n",
       "       'int_memory', 'm_dep', 'mobile_wt', 'n_cores', 'pc', 'px_height',\n",
       "       'px_width', 'ram', 'sc_h', 'sc_w', 'talk_time', 'three_g',\n",
       "       'touch_screen', 'wifi'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "24336c53",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>X_feature</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>battery_power</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>blue</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>clock_speed</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>dual_sim</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>fc</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>four_g</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>int_memory</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>m_dep</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>mobile_wt</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>n_cores</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>pc</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>px_height</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>px_width</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>ram</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>sc_h</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>sc_w</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>talk_time</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>three_g</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>touch_screen</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>wifi</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        X_feature\n",
       "0   battery_power\n",
       "1            blue\n",
       "2     clock_speed\n",
       "3        dual_sim\n",
       "4              fc\n",
       "5          four_g\n",
       "6      int_memory\n",
       "7           m_dep\n",
       "8       mobile_wt\n",
       "9         n_cores\n",
       "10             pc\n",
       "11      px_height\n",
       "12       px_width\n",
       "13            ram\n",
       "14           sc_h\n",
       "15           sc_w\n",
       "16      talk_time\n",
       "17        three_g\n",
       "18   touch_screen\n",
       "19           wifi"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfcolumns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "fb158b72",
   "metadata": {},
   "outputs": [],
   "source": [
    "feature_rank=pd.concat([dfscore,dfcolumns],axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "94bd9c51",
   "metadata": {},
   "outputs": [
    {
     "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",
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       "    }\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>Score</th>\n",
       "      <th>X_feature</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>14129.866576</td>\n",
       "      <td>battery_power</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.723232</td>\n",
       "      <td>blue</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.648366</td>\n",
       "      <td>clock_speed</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.631011</td>\n",
       "      <td>dual_sim</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>10.135166</td>\n",
       "      <td>fc</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>1.521572</td>\n",
       "      <td>four_g</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>89.839124</td>\n",
       "      <td>int_memory</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>0.745820</td>\n",
       "      <td>m_dep</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>95.972863</td>\n",
       "      <td>mobile_wt</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>9.097556</td>\n",
       "      <td>n_cores</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>9.186054</td>\n",
       "      <td>pc</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>17363.569536</td>\n",
       "      <td>px_height</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>9810.586750</td>\n",
       "      <td>px_width</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>931267.519053</td>\n",
       "      <td>ram</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>9.614878</td>\n",
       "      <td>sc_h</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>16.480319</td>\n",
       "      <td>sc_w</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>13.236400</td>\n",
       "      <td>talk_time</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>0.327643</td>\n",
       "      <td>three_g</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>1.928429</td>\n",
       "      <td>touch_screen</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>0.422091</td>\n",
       "      <td>wifi</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            Score      X_feature\n",
       "0    14129.866576  battery_power\n",
       "1        0.723232           blue\n",
       "2        0.648366    clock_speed\n",
       "3        0.631011       dual_sim\n",
       "4       10.135166             fc\n",
       "5        1.521572         four_g\n",
       "6       89.839124     int_memory\n",
       "7        0.745820          m_dep\n",
       "8       95.972863      mobile_wt\n",
       "9        9.097556        n_cores\n",
       "10       9.186054             pc\n",
       "11   17363.569536      px_height\n",
       "12    9810.586750       px_width\n",
       "13  931267.519053            ram\n",
       "14       9.614878           sc_h\n",
       "15      16.480319           sc_w\n",
       "16      13.236400      talk_time\n",
       "17       0.327643        three_g\n",
       "18       1.928429   touch_screen\n",
       "19       0.422091           wifi"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "feature_rank"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "25f3a9b5",
   "metadata": {},
   "outputs": [
    {
     "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>Score</th>\n",
       "      <th>X_feature</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>931267.519053</td>\n",
       "      <td>ram</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>17363.569536</td>\n",
       "      <td>px_height</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>14129.866576</td>\n",
       "      <td>battery_power</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>9810.586750</td>\n",
       "      <td>px_width</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>95.972863</td>\n",
       "      <td>mobile_wt</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>89.839124</td>\n",
       "      <td>int_memory</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>16.480319</td>\n",
       "      <td>sc_w</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>13.236400</td>\n",
       "      <td>talk_time</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>10.135166</td>\n",
       "      <td>fc</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>9.614878</td>\n",
       "      <td>sc_h</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            Score      X_feature\n",
       "13  931267.519053            ram\n",
       "11   17363.569536      px_height\n",
       "0    14129.866576  battery_power\n",
       "12    9810.586750       px_width\n",
       "8       95.972863      mobile_wt\n",
       "6       89.839124     int_memory\n",
       "15      16.480319           sc_w\n",
       "16      13.236400      talk_time\n",
       "4       10.135166             fc\n",
       "14       9.614878           sc_h"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "feature_rank.nlargest(10,\"Score\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "413fced1",
   "metadata": {},
   "source": [
    "# feature importance\n",
    "This technique gives you a score for each feature of your the higher the score more relevant it is"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "0a6cd4a7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<style>#sk-container-id-2 {color: black;background-color: white;}#sk-container-id-2 pre{padding: 0;}#sk-container-id-2 div.sk-toggleable {background-color: white;}#sk-container-id-2 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-2 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-2 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-2 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-2 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-2 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-2 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-2 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-2 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-2 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-2 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-2 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-2 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-2 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-2 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-2 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-2 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-2 div.sk-item {position: relative;z-index: 1;}#sk-container-id-2 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-2 div.sk-item::before, #sk-container-id-2 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-2 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-2 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-2 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-2 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-2 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-2 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-2 div.sk-label-container {text-align: center;}#sk-container-id-2 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: https://github.com/scikit-learn/scikit-learn/issues/21755 */display: inline-block !important;position: relative;}#sk-container-id-2 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-2\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>ExtraTreesClassifier()</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-2\" type=\"checkbox\" checked><label for=\"sk-estimator-id-2\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">ExtraTreesClassifier</label><div class=\"sk-toggleable__content\"><pre>ExtraTreesClassifier()</pre></div></div></div></div></div>"
      ],
      "text/plain": [
       "ExtraTreesClassifier()"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.ensemble import ExtraTreesClassifier\n",
    "import matplotlib.pyplot as plt\n",
    "model=ExtraTreesClassifier()\n",
    "model.fit(X,y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "415d6346",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.0608601  0.01978582 0.03364847 0.01890007 0.03268072 0.01837261\n",
      " 0.03464112 0.03332565 0.0366349  0.03280536 0.03381978 0.04763337\n",
      " 0.04813948 0.39589131 0.03291152 0.03333569 0.03428653 0.01456616\n",
      " 0.01767741 0.02008393]\n"
     ]
    }
   ],
   "source": [
    "  print(model.feature_importances_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "8e9024e1",
   "metadata": {},
   "outputs": [],
   "source": [
    "ranked_features=pd.Series(model.feature_importances_,index=X.columns)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "4f221a0c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ranked_features.nlargest(10).plot(kind=\"bar\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "24f97ca1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "battery_power    0.060860\n",
       "blue             0.019786\n",
       "clock_speed      0.033648\n",
       "dual_sim         0.018900\n",
       "fc               0.032681\n",
       "four_g           0.018373\n",
       "int_memory       0.034641\n",
       "m_dep            0.033326\n",
       "mobile_wt        0.036635\n",
       "n_cores          0.032805\n",
       "pc               0.033820\n",
       "px_height        0.047633\n",
       "px_width         0.048139\n",
       "ram              0.395891\n",
       "sc_h             0.032912\n",
       "sc_w             0.033336\n",
       "talk_time        0.034287\n",
       "three_g          0.014566\n",
       "touch_screen     0.017677\n",
       "wifi             0.020084\n",
       "dtype: float64"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ranked_features"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7fb7d0a1",
   "metadata": {},
   "source": [
    "# Correlation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "be4b67d8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1440 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import seaborn as sns\n",
    "corr=df.corr()\n",
    "top_features=corr.index\n",
    "plt.figure(figsize=(20,20))\n",
    "sns.heatmap(df[top_features].corr(),annot=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "36a89dc7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['battery_power', 'blue', 'clock_speed', 'dual_sim', 'fc', 'four_g',\n",
       "       'int_memory', 'm_dep', 'mobile_wt', 'n_cores', 'pc', 'px_height',\n",
       "       'px_width', 'ram', 'sc_h', 'sc_w', 'talk_time', 'three_g',\n",
       "       'touch_screen', 'wifi', 'price_range'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "top_features"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4416d1dc",
   "metadata": {},
   "source": [
    "####  Remove the correlation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "467cf377",
   "metadata": {},
   "outputs": [],
   "source": [
    "threshold=.5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "fd2a455d",
   "metadata": {},
   "outputs": [],
   "source": [
    "#find and remove correlated features\n",
    "def correlation(dataset,threshold):\n",
    "    col_corr=set()#set of all the names of correlated columns\n",
    "    corr_matrix=dataset.corr()\n",
    "    for i in range(len(corr_matrix.columns)):\n",
    "        for j in range(i):\n",
    "            if abs(corr_matrix.iloc[i,j])>threshold:\n",
    "                colname=corr_matrix.columns[i]\n",
    "                col_corr.add(colname)\n",
    "    return col_corr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "40ff9fa8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'pc', 'px_width', 'sc_w', 'three_g'}"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "correlation(df.iloc[:,:-1],threshold)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "293ae9fb",
   "metadata": {},
   "source": [
    "# Information gain"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "cf5de203",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.feature_selection import mutual_info_classif"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "b82a36c2",
   "metadata": {},
   "outputs": [],
   "source": [
    "mutual_info_value=mutual_info_classif(X,y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "a69e5848",
   "metadata": {},
   "outputs": [],
   "source": [
    "nutual_data=pd.Series(mutual_info_value,index=X.columns)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "ad3f5024",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "ram              0.848842\n",
       "px_height        0.025857\n",
       "battery_power    0.025243\n",
       "px_width         0.024676\n",
       "mobile_wt        0.017704\n",
       "fc               0.017164\n",
       "n_cores          0.016120\n",
       "wifi             0.006042\n",
       "sc_w             0.003948\n",
       "three_g          0.002246\n",
       "m_dep            0.000000\n",
       "int_memory       0.000000\n",
       "blue             0.000000\n",
       "four_g           0.000000\n",
       "dual_sim         0.000000\n",
       "clock_speed      0.000000\n",
       "sc_h             0.000000\n",
       "talk_time        0.000000\n",
       "touch_screen     0.000000\n",
       "pc               0.000000\n",
       "dtype: float64"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nutual_data.sort_values(ascending=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "930d411d",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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