stocks-analysis.ipynb

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      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/ES_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/WAT_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/INFO_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/AEE_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/VAR_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/C_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/SYK_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/SO_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/LEG_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/JWN_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/SCHW_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/AZO_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/REG_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/PH_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/CTL_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/FLIR_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/KMB_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/CI_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/BAC_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/LRCX_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/DHI_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/MRK_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/PM_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/SJM_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/PYPL_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/ITW_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/WRK_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/NVDA_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/RHI_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/HSIC_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/NTRS_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/SLB_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/YUM_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/CCL_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/HRS_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/OMC_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/T_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/FITB_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/WYN_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/HPE_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/ABBV_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/QCOM_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/AIG_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/ANTM_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/TIF_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/XEL_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/HII_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/CAG_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/SCG_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/RSG_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/AKAM_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/ETFC_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/ETN_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/DWDP_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/V_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/DISH_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/AVB_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/WU_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/HRB_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/UNH_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/MS_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/WM_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/PNC_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/CXO_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/WHR_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/FTI_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/NBL_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/XOM_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/KIM_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/UAA_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/CTAS_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/PCAR_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/DGX_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/APD_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/MCO_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/NAVI_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/TMO_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/EMN_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/KMI_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/STX_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/HBI_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/VRSK_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/LUV_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/COG_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/BHF_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/PNW_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/NCLH_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/VNO_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/NTAP_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/SYMC_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/ALB_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/M_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/AVGO_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/TXN_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/JPM_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/TSN_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/MLM_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/MMC_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/AMGN_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/GPN_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/BHGE_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/AFL_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/HBAN_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/WMB_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/PGR_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/MTD_data.csv\n",
      "/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/SYY_data.csv\n"
     ]
    }
   ],
   "source": [
    "# This Python 3 environment comes with many helpful analytics libraries installed\n",
    "# It is defined by the kaggle/python Docker image: https://github.com/kaggle/docker-python\n",
    "# For example, here's several helpful packages to load\n",
    "\n",
    "import numpy as np # linear algebra\n",
    "import pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "# Input data files are available in the read-only \"../input/\" directory\n",
    "# For example, running this (by clicking run or pressing Shift+Enter) will list all files under the input directory\n",
    "\n",
    "import os\n",
    "for dirname, _, filenames in os.walk('/kaggle/input'):\n",
    "    for filename in filenames:\n",
    "        print(os.path.join(dirname, filename))\n",
    "\n",
    "# You can write up to 20GB to the current directory (/kaggle/working/) that gets preserved as output when you create a version using \"Save & Run All\" \n",
    "# You can also write temporary files to /kaggle/temp/, but they won't be saved outside of the current session"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1c0ff05c",
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   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "33e7a92d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:22.738246Z",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "company_list=[\"AAPL_data.csv\",\"GOOG_data.csv\",\"MSFT_data.csv\",\"AMZN_data.csv\"]\n",
    "path=\"/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr\"\n",
    "all_data=pd.DataFrame()\n",
    "for file in company_list:\n",
    "    stocks=pd.read_csv(path+\"/\"+file)\n",
    "    all_data=pd.concat([all_data,stocks])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "1f14a069",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:22.818681Z",
     "iopub.status.busy": "2023-02-23T11:40:22.818231Z",
     "iopub.status.idle": "2023-02-23T11:40:22.839598Z",
     "shell.execute_reply": "2023-02-23T11:40:22.838851Z"
    },
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     "exception": false,
     "start_time": "2023-02-23T11:40:22.806794",
     "status": "completed"
    },
    "tags": []
   },
   "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>date</th>\n",
       "      <th>open</th>\n",
       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>close</th>\n",
       "      <th>volume</th>\n",
       "      <th>Name</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2013-02-08</td>\n",
       "      <td>67.7142</td>\n",
       "      <td>68.4014</td>\n",
       "      <td>66.8928</td>\n",
       "      <td>67.8542</td>\n",
       "      <td>158168416</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2013-02-11</td>\n",
       "      <td>68.0714</td>\n",
       "      <td>69.2771</td>\n",
       "      <td>67.6071</td>\n",
       "      <td>68.5614</td>\n",
       "      <td>129029425</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2013-02-12</td>\n",
       "      <td>68.5014</td>\n",
       "      <td>68.9114</td>\n",
       "      <td>66.8205</td>\n",
       "      <td>66.8428</td>\n",
       "      <td>151829363</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2013-02-13</td>\n",
       "      <td>66.7442</td>\n",
       "      <td>67.6628</td>\n",
       "      <td>66.1742</td>\n",
       "      <td>66.7156</td>\n",
       "      <td>118721995</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2013-02-14</td>\n",
       "      <td>66.3599</td>\n",
       "      <td>67.3771</td>\n",
       "      <td>66.2885</td>\n",
       "      <td>66.6556</td>\n",
       "      <td>88809154</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "         date     open     high      low    close     volume  Name\n",
       "0  2013-02-08  67.7142  68.4014  66.8928  67.8542  158168416  AAPL\n",
       "1  2013-02-11  68.0714  69.2771  67.6071  68.5614  129029425  AAPL\n",
       "2  2013-02-12  68.5014  68.9114  66.8205  66.8428  151829363  AAPL\n",
       "3  2013-02-13  66.7442  67.6628  66.1742  66.7156  118721995  AAPL\n",
       "4  2013-02-14  66.3599  67.3771  66.2885  66.6556   88809154  AAPL"
      ]
     },
     "execution_count": 3,
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   ],
   "source": [
    "all_data.head()"
   ]
  },
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   },
   "outputs": [
    {
     "data": {
      "text/plain": [
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       "dtype: object"
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     "execution_count": 4,
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   "source": [
    "all_data.dtypes"
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   "outputs": [],
   "source": [
    "all_data[\"date\"]=pd.to_datetime(all_data[\"date\"])"
   ]
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       "dtype: object"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "all_data.dtypes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "e8730c96",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:22.960774Z",
     "iopub.status.busy": "2023-02-23T11:40:22.960394Z",
     "iopub.status.idle": "2023-02-23T11:40:22.971409Z",
     "shell.execute_reply": "2023-02-23T11:40:22.970226Z"
    },
    "papermill": {
     "duration": 0.023637,
     "end_time": "2023-02-23T11:40:22.973475",
     "exception": false,
     "start_time": "2023-02-23T11:40:22.949838",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['AAPL', 'GOOG', 'MSFT', 'AMZN'], dtype=object)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tech_list=all_data.Name.unique()\n",
    "tech_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "119931f4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:22.996026Z",
     "iopub.status.busy": "2023-02-23T11:40:22.995581Z",
     "iopub.status.idle": "2023-02-23T11:40:23.723856Z",
     "shell.execute_reply": "2023-02-23T11:40:23.722899Z"
    },
    "papermill": {
     "duration": 0.74252,
     "end_time": "2023-02-23T11:40:23.726455",
     "exception": false,
     "start_time": "2023-02-23T11:40:22.983935",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x864 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(20,12))\n",
    "for i,company in enumerate(tech_list,1):\n",
    "    plt.subplot(2,2,i)\n",
    "    df=all_data[all_data[\"Name\"]==company]\n",
    "    plt.plot(df.date,df.close)\n",
    "    plt.title(company)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "cd83c758",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:23.750133Z",
     "iopub.status.busy": "2023-02-23T11:40:23.749805Z",
     "iopub.status.idle": "2023-02-23T11:40:24.835340Z",
     "shell.execute_reply": "2023-02-23T11:40:24.833657Z"
    },
    "papermill": {
     "duration": 1.100379,
     "end_time": "2023-02-23T11:40:24.837929",
     "exception": false,
     "start_time": "2023-02-23T11:40:23.737550",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "import plotly.express as px"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "561d2dfe",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:24.863556Z",
     "iopub.status.busy": "2023-02-23T11:40:24.862363Z",
     "iopub.status.idle": "2023-02-23T11:40:26.336259Z",
     "shell.execute_reply": "2023-02-23T11:40:26.335272Z"
    },
    "papermill": {
     "duration": 1.489665,
     "end_time": "2023-02-23T11:40:26.338974",
     "exception": false,
     "start_time": "2023-02-23T11:40:24.849309",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "        <script type=\"text/javascript\">\n",
       "        window.PlotlyConfig = {MathJaxConfig: 'local'};\n",
       "        if (window.MathJax && window.MathJax.Hub && window.MathJax.Hub.Config) {window.MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}\n",
       "        if (typeof require !== 'undefined') {\n",
       "        require.undef(\"plotly\");\n",
       "        requirejs.config({\n",
       "            paths: {\n",
       "                'plotly': ['https://cdn.plot.ly/plotly-2.14.0.min']\n",
       "            }\n",
       "        });\n",
       "        require(['plotly'], function(Plotly) {\n",
       "            window._Plotly = Plotly;\n",
       "        });\n",
       "        }\n",
       "        </script>\n",
       "        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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                       {\"responsive\": true}                    ).then(function(){\n",
       "                            \n",
       "var gd = document.getElementById('16e69b36-e36e-4dfe-85a0-6bc2248aa790');\n",
       "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",
       "    x.observe(notebookContainer, {childList: true});\n",
       "}}\n",
       "\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": [
    "for company in tech_list:\n",
    "    df=all_data[all_data[\"Name\"]==company]\n",
    "    fig=px.line(df,x=\"date\",y=\"volume\",title=company)\n",
    "    fig.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a749014f",
   "metadata": {
    "papermill": {
     "duration": 0.01309,
     "end_time": "2023-02-23T11:40:26.366419",
     "exception": false,
     "start_time": "2023-02-23T11:40:26.353329",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "# **Analyse daily price change in stock**"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4e7c24e8",
   "metadata": {
    "papermill": {
     "duration": 0.013729,
     "end_time": "2023-02-23T11:40:26.393734",
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     "start_time": "2023-02-23T11:40:26.380005",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "****"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "1c834d71",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:26.423130Z",
     "iopub.status.busy": "2023-02-23T11:40:26.422671Z",
     "iopub.status.idle": "2023-02-23T11:40:26.444164Z",
     "shell.execute_reply": "2023-02-23T11:40:26.442679Z"
    },
    "papermill": {
     "duration": 0.039293,
     "end_time": "2023-02-23T11:40:26.446615",
     "exception": false,
     "start_time": "2023-02-23T11:40:26.407322",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>date</th>\n",
       "      <th>open</th>\n",
       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>close</th>\n",
       "      <th>volume</th>\n",
       "      <th>Name</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2013-02-08</td>\n",
       "      <td>67.7142</td>\n",
       "      <td>68.4014</td>\n",
       "      <td>66.8928</td>\n",
       "      <td>67.8542</td>\n",
       "      <td>158168416</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2013-02-11</td>\n",
       "      <td>68.0714</td>\n",
       "      <td>69.2771</td>\n",
       "      <td>67.6071</td>\n",
       "      <td>68.5614</td>\n",
       "      <td>129029425</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2013-02-12</td>\n",
       "      <td>68.5014</td>\n",
       "      <td>68.9114</td>\n",
       "      <td>66.8205</td>\n",
       "      <td>66.8428</td>\n",
       "      <td>151829363</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2013-02-13</td>\n",
       "      <td>66.7442</td>\n",
       "      <td>67.6628</td>\n",
       "      <td>66.1742</td>\n",
       "      <td>66.7156</td>\n",
       "      <td>118721995</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2013-02-14</td>\n",
       "      <td>66.3599</td>\n",
       "      <td>67.3771</td>\n",
       "      <td>66.2885</td>\n",
       "      <td>66.6556</td>\n",
       "      <td>88809154</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1254</th>\n",
       "      <td>2018-02-01</td>\n",
       "      <td>167.1650</td>\n",
       "      <td>168.6200</td>\n",
       "      <td>166.7600</td>\n",
       "      <td>167.7800</td>\n",
       "      <td>47230787</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1255</th>\n",
       "      <td>2018-02-02</td>\n",
       "      <td>166.0000</td>\n",
       "      <td>166.8000</td>\n",
       "      <td>160.1000</td>\n",
       "      <td>160.5000</td>\n",
       "      <td>86593825</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1256</th>\n",
       "      <td>2018-02-05</td>\n",
       "      <td>159.1000</td>\n",
       "      <td>163.8800</td>\n",
       "      <td>156.0000</td>\n",
       "      <td>156.4900</td>\n",
       "      <td>72738522</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1257</th>\n",
       "      <td>2018-02-06</td>\n",
       "      <td>154.8300</td>\n",
       "      <td>163.7200</td>\n",
       "      <td>154.0000</td>\n",
       "      <td>163.0300</td>\n",
       "      <td>68243838</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1258</th>\n",
       "      <td>2018-02-07</td>\n",
       "      <td>163.0850</td>\n",
       "      <td>163.4000</td>\n",
       "      <td>159.0685</td>\n",
       "      <td>159.5400</td>\n",
       "      <td>51608580</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1259 rows × 7 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            date      open      high       low     close     volume  Name\n",
       "0     2013-02-08   67.7142   68.4014   66.8928   67.8542  158168416  AAPL\n",
       "1     2013-02-11   68.0714   69.2771   67.6071   68.5614  129029425  AAPL\n",
       "2     2013-02-12   68.5014   68.9114   66.8205   66.8428  151829363  AAPL\n",
       "3     2013-02-13   66.7442   67.6628   66.1742   66.7156  118721995  AAPL\n",
       "4     2013-02-14   66.3599   67.3771   66.2885   66.6556   88809154  AAPL\n",
       "...          ...       ...       ...       ...       ...        ...   ...\n",
       "1254  2018-02-01  167.1650  168.6200  166.7600  167.7800   47230787  AAPL\n",
       "1255  2018-02-02  166.0000  166.8000  160.1000  160.5000   86593825  AAPL\n",
       "1256  2018-02-05  159.1000  163.8800  156.0000  156.4900   72738522  AAPL\n",
       "1257  2018-02-06  154.8300  163.7200  154.0000  163.0300   68243838  AAPL\n",
       "1258  2018-02-07  163.0850  163.4000  159.0685  159.5400   51608580  AAPL\n",
       "\n",
       "[1259 rows x 7 columns]"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "apple=pd.read_csv(\"/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/AAPL_data.csv\")\n",
    "apple"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "a8a4ae68",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:26.477233Z",
     "iopub.status.busy": "2023-02-23T11:40:26.476841Z",
     "iopub.status.idle": "2023-02-23T11:40:26.483715Z",
     "shell.execute_reply": "2023-02-23T11:40:26.481880Z"
    },
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     "duration": 0.02569,
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     "start_time": "2023-02-23T11:40:26.460684",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "apple[\"Daily_price_change\"]=apple.close-apple.open"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "0e7f1368",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:26.517557Z",
     "iopub.status.busy": "2023-02-23T11:40:26.517123Z",
     "iopub.status.idle": "2023-02-23T11:40:26.523647Z",
     "shell.execute_reply": "2023-02-23T11:40:26.522451Z"
    },
    "papermill": {
     "duration": 0.024816,
     "end_time": "2023-02-23T11:40:26.525688",
     "exception": false,
     "start_time": "2023-02-23T11:40:26.500872",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "apple[\"1day_%_return\"]=(apple.Daily_price_change/apple.close)*100"
   ]
  },
  {
   "cell_type": "code",
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       "<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>date</th>\n",
       "      <th>open</th>\n",
       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>close</th>\n",
       "      <th>volume</th>\n",
       "      <th>Name</th>\n",
       "      <th>Daily_price_change</th>\n",
       "      <th>1day_%_return</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2013-02-08</td>\n",
       "      <td>67.7142</td>\n",
       "      <td>68.4014</td>\n",
       "      <td>66.8928</td>\n",
       "      <td>67.8542</td>\n",
       "      <td>158168416</td>\n",
       "      <td>AAPL</td>\n",
       "      <td>0.1400</td>\n",
       "      <td>0.206325</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2013-02-11</td>\n",
       "      <td>68.0714</td>\n",
       "      <td>69.2771</td>\n",
       "      <td>67.6071</td>\n",
       "      <td>68.5614</td>\n",
       "      <td>129029425</td>\n",
       "      <td>AAPL</td>\n",
       "      <td>0.4900</td>\n",
       "      <td>0.714688</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2013-02-12</td>\n",
       "      <td>68.5014</td>\n",
       "      <td>68.9114</td>\n",
       "      <td>66.8205</td>\n",
       "      <td>66.8428</td>\n",
       "      <td>151829363</td>\n",
       "      <td>AAPL</td>\n",
       "      <td>-1.6586</td>\n",
       "      <td>-2.481344</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2013-02-13</td>\n",
       "      <td>66.7442</td>\n",
       "      <td>67.6628</td>\n",
       "      <td>66.1742</td>\n",
       "      <td>66.7156</td>\n",
       "      <td>118721995</td>\n",
       "      <td>AAPL</td>\n",
       "      <td>-0.0286</td>\n",
       "      <td>-0.042869</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2013-02-14</td>\n",
       "      <td>66.3599</td>\n",
       "      <td>67.3771</td>\n",
       "      <td>66.2885</td>\n",
       "      <td>66.6556</td>\n",
       "      <td>88809154</td>\n",
       "      <td>AAPL</td>\n",
       "      <td>0.2957</td>\n",
       "      <td>0.443624</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1254</th>\n",
       "      <td>2018-02-01</td>\n",
       "      <td>167.1650</td>\n",
       "      <td>168.6200</td>\n",
       "      <td>166.7600</td>\n",
       "      <td>167.7800</td>\n",
       "      <td>47230787</td>\n",
       "      <td>AAPL</td>\n",
       "      <td>0.6150</td>\n",
       "      <td>0.366551</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1255</th>\n",
       "      <td>2018-02-02</td>\n",
       "      <td>166.0000</td>\n",
       "      <td>166.8000</td>\n",
       "      <td>160.1000</td>\n",
       "      <td>160.5000</td>\n",
       "      <td>86593825</td>\n",
       "      <td>AAPL</td>\n",
       "      <td>-5.5000</td>\n",
       "      <td>-3.426791</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1256</th>\n",
       "      <td>2018-02-05</td>\n",
       "      <td>159.1000</td>\n",
       "      <td>163.8800</td>\n",
       "      <td>156.0000</td>\n",
       "      <td>156.4900</td>\n",
       "      <td>72738522</td>\n",
       "      <td>AAPL</td>\n",
       "      <td>-2.6100</td>\n",
       "      <td>-1.667838</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1257</th>\n",
       "      <td>2018-02-06</td>\n",
       "      <td>154.8300</td>\n",
       "      <td>163.7200</td>\n",
       "      <td>154.0000</td>\n",
       "      <td>163.0300</td>\n",
       "      <td>68243838</td>\n",
       "      <td>AAPL</td>\n",
       "      <td>8.2000</td>\n",
       "      <td>5.029749</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1258</th>\n",
       "      <td>2018-02-07</td>\n",
       "      <td>163.0850</td>\n",
       "      <td>163.4000</td>\n",
       "      <td>159.0685</td>\n",
       "      <td>159.5400</td>\n",
       "      <td>51608580</td>\n",
       "      <td>AAPL</td>\n",
       "      <td>-3.5450</td>\n",
       "      <td>-2.222013</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1259 rows × 9 columns</p>\n",
       "</div>"
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      "text/plain": [
       "            date      open      high       low     close     volume  Name  \\\n",
       "0     2013-02-08   67.7142   68.4014   66.8928   67.8542  158168416  AAPL   \n",
       "1     2013-02-11   68.0714   69.2771   67.6071   68.5614  129029425  AAPL   \n",
       "2     2013-02-12   68.5014   68.9114   66.8205   66.8428  151829363  AAPL   \n",
       "3     2013-02-13   66.7442   67.6628   66.1742   66.7156  118721995  AAPL   \n",
       "4     2013-02-14   66.3599   67.3771   66.2885   66.6556   88809154  AAPL   \n",
       "...          ...       ...       ...       ...       ...        ...   ...   \n",
       "1254  2018-02-01  167.1650  168.6200  166.7600  167.7800   47230787  AAPL   \n",
       "1255  2018-02-02  166.0000  166.8000  160.1000  160.5000   86593825  AAPL   \n",
       "1256  2018-02-05  159.1000  163.8800  156.0000  156.4900   72738522  AAPL   \n",
       "1257  2018-02-06  154.8300  163.7200  154.0000  163.0300   68243838  AAPL   \n",
       "1258  2018-02-07  163.0850  163.4000  159.0685  159.5400   51608580  AAPL   \n",
       "\n",
       "      Daily_price_change  1day_%_return  \n",
       "0                 0.1400       0.206325  \n",
       "1                 0.4900       0.714688  \n",
       "2                -1.6586      -2.481344  \n",
       "3                -0.0286      -0.042869  \n",
       "4                 0.2957       0.443624  \n",
       "...                  ...            ...  \n",
       "1254              0.6150       0.366551  \n",
       "1255             -5.5000      -3.426791  \n",
       "1256             -2.6100      -1.667838  \n",
       "1257              8.2000       5.029749  \n",
       "1258             -3.5450      -2.222013  \n",
       "\n",
       "[1259 rows x 9 columns]"
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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig=px.line(apple,x=\"date\",y=\"1day_%_return\")\n",
    "fig.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "580dcdc4",
   "metadata": {
    "papermill": {
     "duration": 0.013831,
     "end_time": "2023-02-23T11:40:26.707542",
     "exception": false,
     "start_time": "2023-02-23T11:40:26.693711",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "# Analyse monthly mean of close feature"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "26c062f1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:26.737455Z",
     "iopub.status.busy": "2023-02-23T11:40:26.737094Z",
     "iopub.status.idle": "2023-02-23T11:40:26.743187Z",
     "shell.execute_reply": "2023-02-23T11:40:26.742092Z"
    },
    "papermill": {
     "duration": 0.023236,
     "end_time": "2023-02-23T11:40:26.745040",
     "exception": false,
     "start_time": "2023-02-23T11:40:26.721804",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "df2=apple.copy()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "3862bf67",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:26.774371Z",
     "iopub.status.busy": "2023-02-23T11:40:26.773966Z",
     "iopub.status.idle": "2023-02-23T11:40:26.781142Z",
     "shell.execute_reply": "2023-02-23T11:40:26.779950Z"
    },
    "papermill": {
     "duration": 0.024149,
     "end_time": "2023-02-23T11:40:26.783079",
     "exception": false,
     "start_time": "2023-02-23T11:40:26.758930",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "df2[\"date\"]=pd.to_datetime(df2[\"date\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "c4152090",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:26.813311Z",
     "iopub.status.busy": "2023-02-23T11:40:26.812901Z",
     "iopub.status.idle": "2023-02-23T11:40:26.820298Z",
     "shell.execute_reply": "2023-02-23T11:40:26.818278Z"
    },
    "papermill": {
     "duration": 0.025567,
     "end_time": "2023-02-23T11:40:26.823040",
     "exception": false,
     "start_time": "2023-02-23T11:40:26.797473",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "df2.set_index(\"date\", inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "31b6c2c0",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:26.854318Z",
     "iopub.status.busy": "2023-02-23T11:40:26.853081Z",
     "iopub.status.idle": "2023-02-23T11:40:27.050393Z",
     "shell.execute_reply": "2023-02-23T11:40:27.048677Z"
    },
    "papermill": {
     "duration": 0.215556,
     "end_time": "2023-02-23T11:40:27.053275",
     "exception": false,
     "start_time": "2023-02-23T11:40:26.837719",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "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": [
    "df2[\"close\"].resample(\"M\").mean().plot()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bbefaec9",
   "metadata": {
    "papermill": {
     "duration": 0.013731,
     "end_time": "2023-02-23T11:40:27.081334",
     "exception": false,
     "start_time": "2023-02-23T11:40:27.067603",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "# Whether stock prices are correlated or not"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "1b5c3f21",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:27.111265Z",
     "iopub.status.busy": "2023-02-23T11:40:27.110906Z",
     "iopub.status.idle": "2023-02-23T11:40:27.132345Z",
     "shell.execute_reply": "2023-02-23T11:40:27.130969Z"
    },
    "papermill": {
     "duration": 0.039582,
     "end_time": "2023-02-23T11:40:27.134754",
     "exception": false,
     "start_time": "2023-02-23T11:40:27.095172",
     "status": "completed"
    },
    "tags": []
   },
   "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>date</th>\n",
       "      <th>open</th>\n",
       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>close</th>\n",
       "      <th>volume</th>\n",
       "      <th>Name</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2013-02-08</td>\n",
       "      <td>67.7142</td>\n",
       "      <td>68.4014</td>\n",
       "      <td>66.8928</td>\n",
       "      <td>67.8542</td>\n",
       "      <td>158168416</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2013-02-11</td>\n",
       "      <td>68.0714</td>\n",
       "      <td>69.2771</td>\n",
       "      <td>67.6071</td>\n",
       "      <td>68.5614</td>\n",
       "      <td>129029425</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2013-02-12</td>\n",
       "      <td>68.5014</td>\n",
       "      <td>68.9114</td>\n",
       "      <td>66.8205</td>\n",
       "      <td>66.8428</td>\n",
       "      <td>151829363</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2013-02-13</td>\n",
       "      <td>66.7442</td>\n",
       "      <td>67.6628</td>\n",
       "      <td>66.1742</td>\n",
       "      <td>66.7156</td>\n",
       "      <td>118721995</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2013-02-14</td>\n",
       "      <td>66.3599</td>\n",
       "      <td>67.3771</td>\n",
       "      <td>66.2885</td>\n",
       "      <td>66.6556</td>\n",
       "      <td>88809154</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1254</th>\n",
       "      <td>2018-02-01</td>\n",
       "      <td>167.1650</td>\n",
       "      <td>168.6200</td>\n",
       "      <td>166.7600</td>\n",
       "      <td>167.7800</td>\n",
       "      <td>47230787</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1255</th>\n",
       "      <td>2018-02-02</td>\n",
       "      <td>166.0000</td>\n",
       "      <td>166.8000</td>\n",
       "      <td>160.1000</td>\n",
       "      <td>160.5000</td>\n",
       "      <td>86593825</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1256</th>\n",
       "      <td>2018-02-05</td>\n",
       "      <td>159.1000</td>\n",
       "      <td>163.8800</td>\n",
       "      <td>156.0000</td>\n",
       "      <td>156.4900</td>\n",
       "      <td>72738522</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1257</th>\n",
       "      <td>2018-02-06</td>\n",
       "      <td>154.8300</td>\n",
       "      <td>163.7200</td>\n",
       "      <td>154.0000</td>\n",
       "      <td>163.0300</td>\n",
       "      <td>68243838</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1258</th>\n",
       "      <td>2018-02-07</td>\n",
       "      <td>163.0850</td>\n",
       "      <td>163.4000</td>\n",
       "      <td>159.0685</td>\n",
       "      <td>159.5400</td>\n",
       "      <td>51608580</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>1259 rows × 7 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            date      open      high       low     close     volume  Name\n",
       "0     2013-02-08   67.7142   68.4014   66.8928   67.8542  158168416  AAPL\n",
       "1     2013-02-11   68.0714   69.2771   67.6071   68.5614  129029425  AAPL\n",
       "2     2013-02-12   68.5014   68.9114   66.8205   66.8428  151829363  AAPL\n",
       "3     2013-02-13   66.7442   67.6628   66.1742   66.7156  118721995  AAPL\n",
       "4     2013-02-14   66.3599   67.3771   66.2885   66.6556   88809154  AAPL\n",
       "...          ...       ...       ...       ...       ...        ...   ...\n",
       "1254  2018-02-01  167.1650  168.6200  166.7600  167.7800   47230787  AAPL\n",
       "1255  2018-02-02  166.0000  166.8000  160.1000  160.5000   86593825  AAPL\n",
       "1256  2018-02-05  159.1000  163.8800  156.0000  156.4900   72738522  AAPL\n",
       "1257  2018-02-06  154.8300  163.7200  154.0000  163.0300   68243838  AAPL\n",
       "1258  2018-02-07  163.0850  163.4000  159.0685  159.5400   51608580  AAPL\n",
       "\n",
       "[1259 rows x 7 columns]"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "aapl=pd.read_csv(\"/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/AAPL_data.csv\")\n",
    "aapl"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "1d8a5483",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:27.165184Z",
     "iopub.status.busy": "2023-02-23T11:40:27.164835Z",
     "iopub.status.idle": "2023-02-23T11:40:27.193264Z",
     "shell.execute_reply": "2023-02-23T11:40:27.191560Z"
    },
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       "      <th>0</th>\n",
       "      <td>2014-03-27</td>\n",
       "      <td>568.000</td>\n",
       "      <td>568.00</td>\n",
       "      <td>552.92</td>\n",
       "      <td>558.46</td>\n",
       "      <td>13052</td>\n",
       "      <td>GOOG</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2014-03-28</td>\n",
       "      <td>561.200</td>\n",
       "      <td>566.43</td>\n",
       "      <td>558.67</td>\n",
       "      <td>559.99</td>\n",
       "      <td>41003</td>\n",
       "      <td>GOOG</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2014-03-31</td>\n",
       "      <td>566.890</td>\n",
       "      <td>567.00</td>\n",
       "      <td>556.93</td>\n",
       "      <td>556.97</td>\n",
       "      <td>10772</td>\n",
       "      <td>GOOG</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2014-04-01</td>\n",
       "      <td>558.710</td>\n",
       "      <td>568.45</td>\n",
       "      <td>558.71</td>\n",
       "      <td>567.16</td>\n",
       "      <td>7932</td>\n",
       "      <td>GOOG</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2014-04-02</td>\n",
       "      <td>565.106</td>\n",
       "      <td>604.83</td>\n",
       "      <td>562.19</td>\n",
       "      <td>567.00</td>\n",
       "      <td>146697</td>\n",
       "      <td>GOOG</td>\n",
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       "      <th>970</th>\n",
       "      <td>2018-02-01</td>\n",
       "      <td>1162.610</td>\n",
       "      <td>1174.00</td>\n",
       "      <td>1157.52</td>\n",
       "      <td>1167.70</td>\n",
       "      <td>2412114</td>\n",
       "      <td>GOOG</td>\n",
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       "    <tr>\n",
       "      <th>971</th>\n",
       "      <td>2018-02-02</td>\n",
       "      <td>1122.000</td>\n",
       "      <td>1123.07</td>\n",
       "      <td>1107.28</td>\n",
       "      <td>1111.90</td>\n",
       "      <td>4857943</td>\n",
       "      <td>GOOG</td>\n",
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       "    <tr>\n",
       "      <th>972</th>\n",
       "      <td>2018-02-05</td>\n",
       "      <td>1090.600</td>\n",
       "      <td>1110.00</td>\n",
       "      <td>1052.03</td>\n",
       "      <td>1055.80</td>\n",
       "      <td>3798301</td>\n",
       "      <td>GOOG</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>973</th>\n",
       "      <td>2018-02-06</td>\n",
       "      <td>1027.180</td>\n",
       "      <td>1081.71</td>\n",
       "      <td>1023.14</td>\n",
       "      <td>1080.60</td>\n",
       "      <td>3447956</td>\n",
       "      <td>GOOG</td>\n",
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       "    <tr>\n",
       "      <th>974</th>\n",
       "      <td>2018-02-07</td>\n",
       "      <td>1081.540</td>\n",
       "      <td>1081.78</td>\n",
       "      <td>1048.26</td>\n",
       "      <td>1048.58</td>\n",
       "      <td>2369232</td>\n",
       "      <td>GOOG</td>\n",
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       "           date      open     high      low    close   volume  Name\n",
       "0    2014-03-27   568.000   568.00   552.92   558.46    13052  GOOG\n",
       "1    2014-03-28   561.200   566.43   558.67   559.99    41003  GOOG\n",
       "2    2014-03-31   566.890   567.00   556.93   556.97    10772  GOOG\n",
       "3    2014-04-01   558.710   568.45   558.71   567.16     7932  GOOG\n",
       "4    2014-04-02   565.106   604.83   562.19   567.00   146697  GOOG\n",
       "..          ...       ...      ...      ...      ...      ...   ...\n",
       "970  2018-02-01  1162.610  1174.00  1157.52  1167.70  2412114  GOOG\n",
       "971  2018-02-02  1122.000  1123.07  1107.28  1111.90  4857943  GOOG\n",
       "972  2018-02-05  1090.600  1110.00  1052.03  1055.80  3798301  GOOG\n",
       "973  2018-02-06  1027.180  1081.71  1023.14  1080.60  3447956  GOOG\n",
       "974  2018-02-07  1081.540  1081.78  1048.26  1048.58  2369232  GOOG\n",
       "\n",
       "[975 rows x 7 columns]"
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     },
     "execution_count": 21,
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    "goog=pd.read_csv(\"/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/GOOG_data.csv\")\n",
    "goog"
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       "      <td>27.3100</td>\n",
       "      <td>27.55</td>\n",
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       "      <th>1</th>\n",
       "      <td>2013-02-11</td>\n",
       "      <td>27.65</td>\n",
       "      <td>27.920</td>\n",
       "      <td>27.5000</td>\n",
       "      <td>27.86</td>\n",
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       "      <td>2013-02-13</td>\n",
       "      <td>27.93</td>\n",
       "      <td>28.110</td>\n",
       "      <td>27.8800</td>\n",
       "      <td>28.03</td>\n",
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       "      <th>4</th>\n",
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       "      <td>27.92</td>\n",
       "      <td>28.060</td>\n",
       "      <td>27.8700</td>\n",
       "      <td>28.04</td>\n",
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       "      <th>1254</th>\n",
       "      <td>2018-02-01</td>\n",
       "      <td>94.79</td>\n",
       "      <td>96.070</td>\n",
       "      <td>93.5813</td>\n",
       "      <td>94.26</td>\n",
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       "      <td>93.64</td>\n",
       "      <td>93.970</td>\n",
       "      <td>91.5000</td>\n",
       "      <td>91.78</td>\n",
       "      <td>47867753</td>\n",
       "      <td>MSFT</td>\n",
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       "    <tr>\n",
       "      <th>1256</th>\n",
       "      <td>2018-02-05</td>\n",
       "      <td>90.56</td>\n",
       "      <td>93.240</td>\n",
       "      <td>88.0000</td>\n",
       "      <td>88.00</td>\n",
       "      <td>51031465</td>\n",
       "      <td>MSFT</td>\n",
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       "    <tr>\n",
       "      <th>1257</th>\n",
       "      <td>2018-02-06</td>\n",
       "      <td>86.89</td>\n",
       "      <td>91.475</td>\n",
       "      <td>85.2500</td>\n",
       "      <td>91.33</td>\n",
       "      <td>67998564</td>\n",
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       "      <th>1258</th>\n",
       "      <td>2018-02-07</td>\n",
       "      <td>90.49</td>\n",
       "      <td>91.770</td>\n",
       "      <td>89.2000</td>\n",
       "      <td>89.61</td>\n",
       "      <td>41107592</td>\n",
       "      <td>MSFT</td>\n",
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       "            date   open    high      low  close    volume  Name\n",
       "0     2013-02-08  27.35  27.710  27.3100  27.55  33318306  MSFT\n",
       "1     2013-02-11  27.65  27.920  27.5000  27.86  32247549  MSFT\n",
       "2     2013-02-12  27.88  28.000  27.7500  27.88  35990829  MSFT\n",
       "3     2013-02-13  27.93  28.110  27.8800  28.03  41715530  MSFT\n",
       "4     2013-02-14  27.92  28.060  27.8700  28.04  32663174  MSFT\n",
       "...          ...    ...     ...      ...    ...       ...   ...\n",
       "1254  2018-02-01  94.79  96.070  93.5813  94.26  47227882  MSFT\n",
       "1255  2018-02-02  93.64  93.970  91.5000  91.78  47867753  MSFT\n",
       "1256  2018-02-05  90.56  93.240  88.0000  88.00  51031465  MSFT\n",
       "1257  2018-02-06  86.89  91.475  85.2500  91.33  67998564  MSFT\n",
       "1258  2018-02-07  90.49  91.770  89.2000  89.61  41107592  MSFT\n",
       "\n",
       "[1259 rows x 7 columns]"
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    "msft=pd.read_csv(\"/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/MSFT_data.csv\")\n",
    "msft"
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       "      <td>269.96</td>\n",
       "      <td>260.300</td>\n",
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       "      <td>270.65</td>\n",
       "      <td>265.400</td>\n",
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       "      <td>1429.95</td>\n",
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       "      <th>1256</th>\n",
       "      <td>2018-02-05</td>\n",
       "      <td>1402.62</td>\n",
       "      <td>1458.98</td>\n",
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       "      <td>1390.00</td>\n",
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       "            date     open     high       low    close    volume  Name\n",
       "0     2013-02-08   261.40   265.25   260.555   261.95   3879078  AMZN\n",
       "1     2013-02-11   263.20   263.25   256.600   257.21   3403403  AMZN\n",
       "2     2013-02-12   259.19   260.16   257.000   258.70   2938660  AMZN\n",
       "3     2013-02-13   261.53   269.96   260.300   269.47   5292996  AMZN\n",
       "4     2013-02-14   267.37   270.65   265.400   269.24   3462780  AMZN\n",
       "...          ...      ...      ...       ...      ...       ...   ...\n",
       "1254  2018-02-01  1445.00  1459.88  1385.140  1390.00   9113808  AMZN\n",
       "1255  2018-02-02  1477.39  1498.00  1414.000  1429.95  11125722  AMZN\n",
       "1256  2018-02-05  1402.62  1458.98  1320.720  1390.00  11494985  AMZN\n",
       "1257  2018-02-06  1361.46  1443.99  1351.790  1442.84  11066819  AMZN\n",
       "1258  2018-02-07  1449.00  1460.99  1415.150  1416.78   7162741  AMZN\n",
       "\n",
       "[1259 rows x 7 columns]"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "amzn=pd.read_csv(\"/kaggle/input/stock-price-edatime-series-analysis/individual_stocks_5yr/AMZN_data.csv\")\n",
    "amzn"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "2b36bfca",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:27.344215Z",
     "iopub.status.busy": "2023-02-23T11:40:27.343852Z",
     "iopub.status.idle": "2023-02-23T11:40:27.349560Z",
     "shell.execute_reply": "2023-02-23T11:40:27.348168Z"
    },
    "papermill": {
     "duration": 0.025762,
     "end_time": "2023-02-23T11:40:27.352347",
     "exception": false,
     "start_time": "2023-02-23T11:40:27.326585",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "close=pd.DataFrame()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "a4cd12d3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:27.384895Z",
     "iopub.status.busy": "2023-02-23T11:40:27.384469Z",
     "iopub.status.idle": "2023-02-23T11:40:27.393414Z",
     "shell.execute_reply": "2023-02-23T11:40:27.392270Z"
    },
    "papermill": {
     "duration": 0.028181,
     "end_time": "2023-02-23T11:40:27.395889",
     "exception": false,
     "start_time": "2023-02-23T11:40:27.367708",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "close[\"aapl\"]=aapl[\"close\"]\n",
    "close[\"goog\"]=goog[\"close\"]\n",
    "close[\"msft\"]=msft[\"close\"]\n",
    "close[\"amzn\"]=amzn[\"close\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "6861dc0d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:27.427916Z",
     "iopub.status.busy": "2023-02-23T11:40:27.427452Z",
     "iopub.status.idle": "2023-02-23T11:40:27.450835Z",
     "shell.execute_reply": "2023-02-23T11:40:27.449589Z"
    },
    "papermill": {
     "duration": 0.04174,
     "end_time": "2023-02-23T11:40:27.452880",
     "exception": false,
     "start_time": "2023-02-23T11:40:27.411140",
     "status": "completed"
    },
    "tags": []
   },
   "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>aapl</th>\n",
       "      <th>goog</th>\n",
       "      <th>msft</th>\n",
       "      <th>amzn</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>67.8542</td>\n",
       "      <td>558.46</td>\n",
       "      <td>27.55</td>\n",
       "      <td>261.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>68.5614</td>\n",
       "      <td>559.99</td>\n",
       "      <td>27.86</td>\n",
       "      <td>257.21</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>66.8428</td>\n",
       "      <td>556.97</td>\n",
       "      <td>27.88</td>\n",
       "      <td>258.70</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>66.7156</td>\n",
       "      <td>567.16</td>\n",
       "      <td>28.03</td>\n",
       "      <td>269.47</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>66.6556</td>\n",
       "      <td>567.00</td>\n",
       "      <td>28.04</td>\n",
       "      <td>269.24</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>1254</th>\n",
       "      <td>167.7800</td>\n",
       "      <td>NaN</td>\n",
       "      <td>94.26</td>\n",
       "      <td>1390.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1255</th>\n",
       "      <td>160.5000</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>1429.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1256</th>\n",
       "      <td>156.4900</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
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       "      <td>1416.78</td>\n",
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       "  </tbody>\n",
       "</table>\n",
       "<p>1259 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "          aapl    goog   msft     amzn\n",
       "0      67.8542  558.46  27.55   261.95\n",
       "1      68.5614  559.99  27.86   257.21\n",
       "2      66.8428  556.97  27.88   258.70\n",
       "3      66.7156  567.16  28.03   269.47\n",
       "4      66.6556  567.00  28.04   269.24\n",
       "...        ...     ...    ...      ...\n",
       "1254  167.7800     NaN  94.26  1390.00\n",
       "1255  160.5000     NaN  91.78  1429.95\n",
       "1256  156.4900     NaN  88.00  1390.00\n",
       "1257  163.0300     NaN  91.33  1442.84\n",
       "1258  159.5400     NaN  89.61  1416.78\n",
       "\n",
       "[1259 rows x 4 columns]"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "close"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "0bd0d9be",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:27.485951Z",
     "iopub.status.busy": "2023-02-23T11:40:27.485333Z",
     "iopub.status.idle": "2023-02-23T11:40:30.141510Z",
     "shell.execute_reply": "2023-02-23T11:40:30.140404Z"
    },
    "papermill": {
     "duration": 2.675526,
     "end_time": "2023-02-23T11:40:30.143913",
     "exception": false,
     "start_time": "2023-02-23T11:40:27.468387",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.PairGrid at 0x7f06f7558c10>"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 720x720 with 20 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.pairplot(data=close)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "540add8e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:30.180876Z",
     "iopub.status.busy": "2023-02-23T11:40:30.180465Z",
     "iopub.status.idle": "2023-02-23T11:40:30.593725Z",
     "shell.execute_reply": "2023-02-23T11:40:30.592352Z"
    },
    "papermill": {
     "duration": 0.434611,
     "end_time": "2023-02-23T11:40:30.596142",
     "exception": false,
     "start_time": "2023-02-23T11:40:30.161531",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.heatmap(close.corr(),annot=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f5c3c2c9",
   "metadata": {
    "papermill": {
     "duration": 0.018385,
     "end_time": "2023-02-23T11:40:30.633470",
     "exception": false,
     "start_time": "2023-02-23T11:40:30.615085",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "# Analyze daily return of each stock and their correlation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "a1cbd611",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:30.670933Z",
     "iopub.status.busy": "2023-02-23T11:40:30.670534Z",
     "iopub.status.idle": "2023-02-23T11:40:30.684541Z",
     "shell.execute_reply": "2023-02-23T11:40:30.683174Z"
    },
    "papermill": {
     "duration": 0.035663,
     "end_time": "2023-02-23T11:40:30.687033",
     "exception": false,
     "start_time": "2023-02-23T11:40:30.651370",
     "status": "completed"
    },
    "tags": []
   },
   "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>date</th>\n",
       "      <th>open</th>\n",
       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>close</th>\n",
       "      <th>volume</th>\n",
       "      <th>Name</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2013-02-08</td>\n",
       "      <td>67.7142</td>\n",
       "      <td>68.4014</td>\n",
       "      <td>66.8928</td>\n",
       "      <td>67.8542</td>\n",
       "      <td>158168416</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2013-02-11</td>\n",
       "      <td>68.0714</td>\n",
       "      <td>69.2771</td>\n",
       "      <td>67.6071</td>\n",
       "      <td>68.5614</td>\n",
       "      <td>129029425</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2013-02-12</td>\n",
       "      <td>68.5014</td>\n",
       "      <td>68.9114</td>\n",
       "      <td>66.8205</td>\n",
       "      <td>66.8428</td>\n",
       "      <td>151829363</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2013-02-13</td>\n",
       "      <td>66.7442</td>\n",
       "      <td>67.6628</td>\n",
       "      <td>66.1742</td>\n",
       "      <td>66.7156</td>\n",
       "      <td>118721995</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2013-02-14</td>\n",
       "      <td>66.3599</td>\n",
       "      <td>67.3771</td>\n",
       "      <td>66.2885</td>\n",
       "      <td>66.6556</td>\n",
       "      <td>88809154</td>\n",
       "      <td>AAPL</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "         date     open     high      low    close     volume  Name\n",
       "0  2013-02-08  67.7142  68.4014  66.8928  67.8542  158168416  AAPL\n",
       "1  2013-02-11  68.0714  69.2771  67.6071  68.5614  129029425  AAPL\n",
       "2  2013-02-12  68.5014  68.9114  66.8205  66.8428  151829363  AAPL\n",
       "3  2013-02-13  66.7442  67.6628  66.1742  66.7156  118721995  AAPL\n",
       "4  2013-02-14  66.3599  67.3771  66.2885  66.6556   88809154  AAPL"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "aapl.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7e9718f0",
   "metadata": {
    "papermill": {
     "duration": 0.018362,
     "end_time": "2023-02-23T11:40:30.724593",
     "exception": false,
     "start_time": "2023-02-23T11:40:30.706231",
     "status": "completed"
    },
    "tags": []
   },
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "77cc9a0d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:30.764012Z",
     "iopub.status.busy": "2023-02-23T11:40:30.761850Z",
     "iopub.status.idle": "2023-02-23T11:40:30.767749Z",
     "shell.execute_reply": "2023-02-23T11:40:30.767076Z"
    },
    "papermill": {
     "duration": 0.026799,
     "end_time": "2023-02-23T11:40:30.769554",
     "exception": false,
     "start_time": "2023-02-23T11:40:30.742755",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "data=pd.DataFrame()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "8fdabbef",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:30.807863Z",
     "iopub.status.busy": "2023-02-23T11:40:30.807469Z",
     "iopub.status.idle": "2023-02-23T11:40:30.820126Z",
     "shell.execute_reply": "2023-02-23T11:40:30.819338Z"
    },
    "papermill": {
     "duration": 0.034513,
     "end_time": "2023-02-23T11:40:30.822347",
     "exception": false,
     "start_time": "2023-02-23T11:40:30.787834",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "data[\"aapl_change\"]=((aapl[\"close\"]-aapl[\"open\"])/aapl[\"close\"])*100\n",
    "data[\"goog_change\"]=((goog[\"close\"]-goog[\"open\"])/goog[\"close\"])*100\n",
    "data[\"msft_change\"]=((msft[\"close\"]-msft[\"open\"])/msft[\"close\"])*100\n",
    "data[\"amzn_change\"]=((amzn[\"close\"]-amzn[\"open\"])/amzn[\"close\"])*100"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "7a2434ae",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:30.861146Z",
     "iopub.status.busy": "2023-02-23T11:40:30.860586Z",
     "iopub.status.idle": "2023-02-23T11:40:34.083820Z",
     "shell.execute_reply": "2023-02-23T11:40:34.082565Z"
    },
    "papermill": {
     "duration": 3.24545,
     "end_time": "2023-02-23T11:40:34.086532",
     "exception": false,
     "start_time": "2023-02-23T11:40:30.841082",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.PairGrid at 0x7f06ef2d1110>"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 20 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.pairplot(data=data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "0cdbd13f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:34.128616Z",
     "iopub.status.busy": "2023-02-23T11:40:34.128232Z",
     "iopub.status.idle": "2023-02-23T11:40:34.385298Z",
     "shell.execute_reply": "2023-02-23T11:40:34.384308Z"
    },
    "papermill": {
     "duration": 0.280663,
     "end_time": "2023-02-23T11:40:34.387719",
     "exception": false,
     "start_time": "2023-02-23T11:40:34.107056",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.heatmap(data.corr(),annot=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2b4572e6",
   "metadata": {
    "papermill": {
     "duration": 0.02005,
     "end_time": "2023-02-23T11:40:34.428270",
     "exception": false,
     "start_time": "2023-02-23T11:40:34.408220",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "# Value at risk analysis for tech companies"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "225bde93",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:34.470481Z",
     "iopub.status.busy": "2023-02-23T11:40:34.470044Z",
     "iopub.status.idle": "2023-02-23T11:40:34.701456Z",
     "shell.execute_reply": "2023-02-23T11:40:34.699824Z"
    },
    "papermill": {
     "duration": 0.255243,
     "end_time": "2023-02-23T11:40:34.703691",
     "exception": false,
     "start_time": "2023-02-23T11:40:34.448448",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/opt/conda/lib/python3.7/site-packages/seaborn/distributions.py:2619: FutureWarning:\n",
      "\n",
      "`distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n",
      "\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:xlabel='aapl_change', ylabel='Density'>"
      ]
     },
     "execution_count": 34,
     "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": [
    "sns.distplot(data[\"aapl_change\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "1dc84ef2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:34.748231Z",
     "iopub.status.busy": "2023-02-23T11:40:34.747485Z",
     "iopub.status.idle": "2023-02-23T11:40:34.755468Z",
     "shell.execute_reply": "2023-02-23T11:40:34.754332Z"
    },
    "papermill": {
     "duration": 0.032592,
     "end_time": "2023-02-23T11:40:34.757489",
     "exception": false,
     "start_time": "2023-02-23T11:40:34.724897",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "1.1871377131421237"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data[\"aapl_change\"].std()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "f9c84213",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:34.801142Z",
     "iopub.status.busy": "2023-02-23T11:40:34.800757Z",
     "iopub.status.idle": "2023-02-23T11:40:34.810890Z",
     "shell.execute_reply": "2023-02-23T11:40:34.809944Z"
    },
    "papermill": {
     "duration": 0.034726,
     "end_time": "2023-02-23T11:40:34.813020",
     "exception": false,
     "start_time": "2023-02-23T11:40:34.778294",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2.3742754262842474"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data[\"aapl_change\"].std()*2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "7b42fa93",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-23T11:40:34.855407Z",
     "iopub.status.busy": "2023-02-23T11:40:34.855077Z",
     "iopub.status.idle": "2023-02-23T11:40:34.862074Z",
     "shell.execute_reply": "2023-02-23T11:40:34.861383Z"
    },
    "papermill": {
     "duration": 0.030033,
     "end_time": "2023-02-23T11:40:34.863609",
     "exception": false,
     "start_time": "2023-02-23T11:40:34.833576",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "3.561413139426371"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data[\"aapl_change\"].std()*3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "39878d69",
   "metadata": {
    "papermill": {
     "duration": 0.020731,
     "end_time": "2023-02-23T11:40:34.904550",
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