prophet_모듈화+휴일제거_V2.ipynb

{"cells":[{"cell_type":"markdown","metadata":{"id":"7eSvPebr4Q5W"},"source":["# 모듈 임포트 및 데이터 로드"]},{"cell_type":"code","source":["!pip install prophet --upgrade"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"VdMeMWrmgouR","executionInfo":{"status":"ok","timestamp":1703129685105,"user_tz":-540,"elapsed":16951,"user":{"displayName":"홍승표","userId":"09351879372195819796"}},"outputId":"b453600f-e854-4f24-93ab-d0b8250533c8"},"execution_count":1,"outputs":[{"output_type":"stream","name":"stdout","text":["Requirement already satisfied: prophet in /usr/local/lib/python3.10/dist-packages (1.1.5)\n","Requirement already satisfied: cmdstanpy>=1.0.4 in /usr/local/lib/python3.10/dist-packages (from prophet) (1.2.0)\n","Requirement already satisfied: numpy>=1.15.4 in /usr/local/lib/python3.10/dist-packages (from prophet) (1.23.5)\n","Requirement already satisfied: matplotlib>=2.0.0 in /usr/local/lib/python3.10/dist-packages (from prophet) (3.7.1)\n","Requirement already satisfied: 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prophet"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"7A2ztpC31yG3","executionInfo":{"status":"ok","timestamp":1703129695892,"user_tz":-540,"elapsed":10797,"user":{"displayName":"홍승표","userId":"09351879372195819796"}},"outputId":"37be9ba3-0daf-4064-a8d4-ba69d31003e8"},"execution_count":2,"outputs":[{"output_type":"stream","name":"stdout","text":["Requirement already satisfied: prophet in /usr/local/lib/python3.10/dist-packages (1.1.5)\n","Requirement already satisfied: cmdstanpy>=1.0.4 in /usr/local/lib/python3.10/dist-packages (from prophet) (1.2.0)\n","Requirement already satisfied: numpy>=1.15.4 in /usr/local/lib/python3.10/dist-packages (from prophet) (1.23.5)\n","Requirement already satisfied: matplotlib>=2.0.0 in /usr/local/lib/python3.10/dist-packages (from prophet) (3.7.1)\n","Requirement already satisfied: pandas>=1.0.4 in /usr/local/lib/python3.10/dist-packages (from prophet) (1.5.3)\n","Requirement already satisfied: holidays>=0.25 in 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pystan"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"ebDbR_1S10QM","executionInfo":{"status":"ok","timestamp":1703129727733,"user_tz":-540,"elapsed":31851,"user":{"displayName":"홍승표","userId":"09351879372195819796"}},"outputId":"4be27eb2-6d3e-42b5-fe08-0d84465e9ed1"},"execution_count":3,"outputs":[{"output_type":"stream","name":"stdout","text":["Collecting pystan\n","  Downloading pystan-3.8.0-py3-none-any.whl (13 kB)\n","Requirement already satisfied: aiohttp<4.0,>=3.6 in /usr/local/lib/python3.10/dist-packages (from pystan) (3.9.1)\n","Collecting clikit<0.7,>=0.6 (from pystan)\n","  Downloading clikit-0.6.2-py2.py3-none-any.whl (91 kB)\n","\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m91.8/91.8 kB\u001b[0m \u001b[31m2.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n","\u001b[?25hCollecting httpstan<4.12,>=4.11 (from pystan)\n","  Downloading httpstan-4.11.0-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (43.8 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installed clikit-0.6.2 crashtest-0.3.1 httpstan-4.11.0 marshmallow-3.20.1 pastel-0.2.1 pylev-1.4.0 pysimdjson-5.0.2 pystan-3.8.0 webargs-8.3.0\n"]}]},{"cell_type":"code","execution_count":4,"metadata":{"id":"npvafW2x4ipU","executionInfo":{"status":"ok","timestamp":1703129737720,"user_tz":-540,"elapsed":9998,"user":{"displayName":"홍승표","userId":"09351879372195819796"}}},"outputs":[],"source":["from tqdm.auto import tqdm\n","import random\n","import os\n","\n","import torch\n","\n","import pandas as pd\n","import numpy as np\n","import pandas_datareader.data as web\n","import matplotlib.pyplot as plt\n","\n","from sklearn.preprocessing import MinMaxScaler\n","from prophet import Prophet\n","import numpy as np\n","import pandas as pd"]},{"cell_type":"code","execution_count":5,"metadata":{"id":"1grGlcaL4ktW","executionInfo":{"status":"ok","timestamp":1703129737722,"user_tz":-540,"elapsed":21,"user":{"displayName":"홍승표","userId":"09351879372195819796"}}},"outputs":[],"source":["def reset_seeds(seed=42):\n","    random.seed(seed)\n","    os.environ['PYTHONHASHSEED'] = str(seed)\n","    np.random.seed(seed)\n","    torch.manual_seed(seed)\n","    torch.cuda.manual_seed(seed)\n","    torch.backends.cudnn.deterministic = True\n","\n","reset_seeds()"]},{"cell_type":"code","execution_count":6,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":35},"id":"esYG3Lch4lrE","outputId":"ba905b0d-119e-475f-f742-a02dc5e0b650","executionInfo":{"status":"ok","timestamp":1703129737722,"user_tz":-540,"elapsed":21,"user":{"displayName":"홍승표","userId":"09351879372195819796"}}},"outputs":[{"output_type":"execute_result","data":{"text/plain":["'cpu'"],"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"}},"metadata":{},"execution_count":6}],"source":["device = 'cuda' if torch.cuda.is_available() else 'cpu'\n","device"]},{"cell_type":"code","execution_count":7,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"DEqvPwgFxjre","outputId":"022f34a3-6aae-4436-e2c0-d00e684b8b2e","executionInfo":{"status":"ok","timestamp":1703129751208,"user_tz":-540,"elapsed":13503,"user":{"displayName":"홍승표","userId":"09351879372195819796"}}},"outputs":[{"output_type":"stream","name":"stdout","text":["Collecting finance-datareader\n","  Downloading finance_datareader-0.9.66-py3-none-any.whl (23 kB)\n","Requirement already satisfied: pandas>=0.19.2 in /usr/local/lib/python3.10/dist-packages (from finance-datareader) (1.5.3)\n","Requirement already satisfied: requests>=2.3.0 in /usr/local/lib/python3.10/dist-packages (from finance-datareader) (2.31.0)\n","Collecting requests-file (from finance-datareader)\n","  Downloading requests_file-1.5.1-py2.py3-none-any.whl (3.7 kB)\n","Requirement already satisfied: lxml in /usr/local/lib/python3.10/dist-packages (from finance-datareader) (4.9.3)\n","Requirement already satisfied: tqdm in /usr/local/lib/python3.10/dist-packages (from finance-datareader) (4.66.1)\n","Requirement already satisfied: python-dateutil>=2.8.1 in /usr/local/lib/python3.10/dist-packages (from pandas>=0.19.2->finance-datareader) (2.8.2)\n","Requirement already satisfied: pytz>=2020.1 in /usr/local/lib/python3.10/dist-packages (from pandas>=0.19.2->finance-datareader) (2023.3.post1)\n","Requirement already satisfied: numpy>=1.21.0 in /usr/local/lib/python3.10/dist-packages (from pandas>=0.19.2->finance-datareader) (1.23.5)\n","Requirement already satisfied: charset-normalizer<4,>=2 in /usr/local/lib/python3.10/dist-packages (from requests>=2.3.0->finance-datareader) (3.3.2)\n","Requirement already satisfied: idna<4,>=2.5 in /usr/local/lib/python3.10/dist-packages (from requests>=2.3.0->finance-datareader) (3.6)\n","Requirement already satisfied: urllib3<3,>=1.21.1 in /usr/local/lib/python3.10/dist-packages (from requests>=2.3.0->finance-datareader) (2.0.7)\n","Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.10/dist-packages (from requests>=2.3.0->finance-datareader) (2023.11.17)\n","Requirement already satisfied: six in /usr/local/lib/python3.10/dist-packages (from requests-file->finance-datareader) (1.16.0)\n","Installing collected packages: requests-file, finance-datareader\n","Successfully installed finance-datareader-0.9.66 requests-file-1.5.1\n"]}],"source":["!pip install -U finance-datareader"]},{"cell_type":"code","execution_count":8,"metadata":{"id":"q9qtR8Dp4KC1","executionInfo":{"status":"ok","timestamp":1703129751626,"user_tz":-540,"elapsed":446,"user":{"displayName":"홍승표","userId":"09351879372195819796"}}},"outputs":[],"source":["import FinanceDataReader as fdr"]},{"cell_type":"code","execution_count":9,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":417},"id":"b9FlAqgU4KFE","outputId":"75e4bbc1-d591-4612-f902-9997611559a3","executionInfo":{"status":"ok","timestamp":1703129760479,"user_tz":-540,"elapsed":8864,"user":{"displayName":"홍승표","userId":"09351879372195819796"}}},"outputs":[{"output_type":"execute_result","data":{"text/plain":["     Code        ISU_CD      Name Market Dept   Close ChangeCode  Changes  \\\n","0  005930  KR7005930003      삼성전자  KOSPI        74600          2     -200   \n","1  000660  KR7000660001    SK하이닉스  KOSPI       138800          2    -1700   \n","2  373220  KR7373220003  LG에너지솔루션  KOSPI       426000          2    -6500   \n","3  207940  KR7207940008  삼성바이오로직스  KOSPI       712000          2    -7000   \n","4  005935  KR7005931001     삼성전자우  KOSPI        59800          1      100   \n","\n","   ChagesRatio    Open    High     Low   Volume        Amount  \\\n","0        -0.27   74600   75000   74300  7269457  542483572900   \n","1        -1.21  139200  139900  138100  1437698  199610009500   \n","2        -1.50  428500  430000  424000   113386   48437717500   \n","3        -0.97  715000  720000  710000    18198   12997408000   \n","4         0.17   59500   59900   59400   425305   25368301800   \n","\n","            Marcap      Stocks MarketId  \n","0  445345778230000  5969782550      STK  \n","1  101046728262000   728002365      STK  \n","2   99684000000000   234000000      STK  \n","3   50675888000000    71174000      STK  \n","4   49208624660000   822886700      STK  "],"text/html":["\n","  <div id=\"df-af225063-2892-4afd-99e6-27e57093971b\" class=\"colab-df-container\">\n","    <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>Code</th>\n","      <th>ISU_CD</th>\n","      <th>Name</th>\n","      <th>Market</th>\n","      <th>Dept</th>\n","      <th>Close</th>\n","      <th>ChangeCode</th>\n","      <th>Changes</th>\n","      <th>ChagesRatio</th>\n","      <th>Open</th>\n","      <th>High</th>\n","      <th>Low</th>\n","      <th>Volume</th>\n","      <th>Amount</th>\n","      <th>Marcap</th>\n","      <th>Stocks</th>\n","      <th>MarketId</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>005930</td>\n","      <td>KR7005930003</td>\n","      <td>삼성전자</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>74600</td>\n","      <td>2</td>\n","      <td>-200</td>\n","      <td>-0.27</td>\n","      <td>74600</td>\n","      <td>75000</td>\n","      <td>74300</td>\n","      <td>7269457</td>\n","      <td>542483572900</td>\n","      <td>445345778230000</td>\n","      <td>5969782550</td>\n","      <td>STK</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>000660</td>\n","      <td>KR7000660001</td>\n","      <td>SK하이닉스</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>138800</td>\n","      <td>2</td>\n","      <td>-1700</td>\n","      <td>-1.21</td>\n","      <td>139200</td>\n","      <td>139900</td>\n","      <td>138100</td>\n","      <td>1437698</td>\n","      <td>199610009500</td>\n","      <td>101046728262000</td>\n","      <td>728002365</td>\n","      <td>STK</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>373220</td>\n","      <td>KR7373220003</td>\n","      <td>LG에너지솔루션</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>426000</td>\n","      <td>2</td>\n","      <td>-6500</td>\n","      <td>-1.50</td>\n","      <td>428500</td>\n","      <td>430000</td>\n","      <td>424000</td>\n","      <td>113386</td>\n","      <td>48437717500</td>\n","      <td>99684000000000</td>\n","      <td>234000000</td>\n","      <td>STK</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>207940</td>\n","      <td>KR7207940008</td>\n","      <td>삼성바이오로직스</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>712000</td>\n","      <td>2</td>\n","      <td>-7000</td>\n","      <td>-0.97</td>\n","      <td>715000</td>\n","      <td>720000</td>\n","      <td>710000</td>\n","      <td>18198</td>\n","      <td>12997408000</td>\n","      <td>50675888000000</td>\n","      <td>71174000</td>\n","      <td>STK</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>005935</td>\n","      <td>KR7005931001</td>\n","      <td>삼성전자우</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>59800</td>\n","      <td>1</td>\n","      <td>100</td>\n","      <td>0.17</td>\n","      <td>59500</td>\n","      <td>59900</td>\n","      <td>59400</td>\n","      <td>425305</td>\n","      <td>25368301800</td>\n","      <td>49208624660000</td>\n","      <td>822886700</td>\n","      <td>STK</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-af225063-2892-4afd-99e6-27e57093971b')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n","    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n","  </svg>\n","    </button>\n","\n","  <style>\n","    .colab-df-container {\n","      display:flex;\n","      gap: 12px;\n","    }\n","\n","    .colab-df-convert {\n","      background-color: #E8F0FE;\n","      border: 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  Dept         2785 non-null   object \n"," 5   Close        2785 non-null   object \n"," 6   ChangeCode   2785 non-null   object \n"," 7   Changes      2785 non-null   int64  \n"," 8   ChagesRatio  2785 non-null   float64\n"," 9   Open         2785 non-null   int64  \n"," 10  High         2785 non-null   int64  \n"," 11  Low          2785 non-null   int64  \n"," 12  Volume       2785 non-null   int64  \n"," 13  Amount       2785 non-null   int64  \n"," 14  Marcap       2785 non-null   int64  \n"," 15  Stocks       2785 non-null   int64  \n"," 16  MarketId     2785 non-null   object \n","dtypes: float64(1), int64(8), object(8)\n","memory usage: 370.0+ KB\n"]}]},{"cell_type":"code","execution_count":11,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":773},"id":"6xPe7JY74KHQ","outputId":"0f234e00-7da1-46bd-8c95-f7c1c5d3f506","executionInfo":{"status":"ok","timestamp":1703129761075,"user_tz":-540,"elapsed":611,"user":{"displayName":"홍승표","userId":"09351879372195819796"}}},"outputs":[{"output_type":"execute_result","data":{"text/plain":["        Code        ISU_CD      Name Market Dept   Close ChangeCode  Changes  \\\n","0     005930  KR7005930003      삼성전자  KOSPI        74600          2     -200   \n","1     000660  KR7000660001    SK하이닉스  KOSPI       138800          2    -1700   \n","2     373220  KR7373220003  LG에너지솔루션  KOSPI       426000          2    -6500   \n","3     207940  KR7207940008  삼성바이오로직스  KOSPI       712000          2    -7000   \n","4     005935  KR7005931001     삼성전자우  KOSPI        59800          1      100   \n","...      ...           ...       ...    ...  ...     ...        ...      ...   \n","2768  002785  KR7002781003    진흥기업우B  KOSPI         4880          2     -100   \n","2769  000227  KR7000222000   유유제약2우B  KOSPI        12760          2     -230   \n","2773  002787  KR7002782001   진흥기업2우B  KOSPI        12750          1      250   \n","2774  001525  KR7001521004       동양우  KOSPI         6070          2      -70   \n","2777  001527  KR7001522002     동양2우B  KOSPI        11510          2     -110   \n","\n","      ChagesRatio    Open    High     Low   Volume        Amount  \\\n","0           -0.27   74600   75000   74300  7269457  542483572900   \n","1           -1.21  139200  139900  138100  1437698  199610009500   \n","2           -1.50  428500  430000  424000   113386   48437717500   \n","3           -0.97  715000  720000  710000    18198   12997408000   \n","4            0.17   59500   59900   59400   425305   25368301800   \n","...           ...     ...     ...     ...      ...           ...   \n","2768        -2.01    4980    4980    4880       85        414930   \n","2769        -1.77   12810   12850   12710     5306      67868250   \n","2773         2.00   12590   12750   12590       51        650090   \n","2774        -1.14    6060    6080    6050      882       5343370   \n","2777        -0.95   11510   11580   11510      592       6813990   \n","\n","               Marcap      Stocks MarketId  \n","0     445345778230000  5969782550      STK  \n","1     101046728262000   728002365      STK  \n","2      99684000000000   234000000      STK  \n","3      50675888000000    71174000      STK  \n","4      49208624660000   822886700      STK  \n","...               ...         ...      ...  \n","2768       4183223840      857218      STK  \n","2769       4154145600      325560      STK  \n","2773       3758802000      294808      STK  \n","2774       3749627170      617731      STK  \n","2777       3551629190      308569      STK  \n","\n","[952 rows x 17 columns]"],"text/html":["\n","  <div id=\"df-0532eb01-14f1-474a-92f2-57a91da0974d\" class=\"colab-df-container\">\n","    <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>Code</th>\n","      <th>ISU_CD</th>\n","      <th>Name</th>\n","      <th>Market</th>\n","      <th>Dept</th>\n","      <th>Close</th>\n","      <th>ChangeCode</th>\n","      <th>Changes</th>\n","      <th>ChagesRatio</th>\n","      <th>Open</th>\n","      <th>High</th>\n","      <th>Low</th>\n","      <th>Volume</th>\n","      <th>Amount</th>\n","      <th>Marcap</th>\n","      <th>Stocks</th>\n","      <th>MarketId</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>005930</td>\n","      <td>KR7005930003</td>\n","      <td>삼성전자</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>74600</td>\n","      <td>2</td>\n","      <td>-200</td>\n","      <td>-0.27</td>\n","      <td>74600</td>\n","      <td>75000</td>\n","      <td>74300</td>\n","      <td>7269457</td>\n","      <td>542483572900</td>\n","      <td>445345778230000</td>\n","      <td>5969782550</td>\n","      <td>STK</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>000660</td>\n","      <td>KR7000660001</td>\n","      <td>SK하이닉스</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>138800</td>\n","      <td>2</td>\n","      <td>-1700</td>\n","      <td>-1.21</td>\n","      <td>139200</td>\n","      <td>139900</td>\n","      <td>138100</td>\n","      <td>1437698</td>\n","      <td>199610009500</td>\n","      <td>101046728262000</td>\n","      <td>728002365</td>\n","      <td>STK</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>373220</td>\n","      <td>KR7373220003</td>\n","      <td>LG에너지솔루션</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>426000</td>\n","      <td>2</td>\n","      <td>-6500</td>\n","      <td>-1.50</td>\n","      <td>428500</td>\n","      <td>430000</td>\n","      <td>424000</td>\n","      <td>113386</td>\n","      <td>48437717500</td>\n","      <td>99684000000000</td>\n","      <td>234000000</td>\n","      <td>STK</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>207940</td>\n","      <td>KR7207940008</td>\n","      <td>삼성바이오로직스</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>712000</td>\n","      <td>2</td>\n","      <td>-7000</td>\n","      <td>-0.97</td>\n","      <td>715000</td>\n","      <td>720000</td>\n","      <td>710000</td>\n","      <td>18198</td>\n","      <td>12997408000</td>\n","      <td>50675888000000</td>\n","      <td>71174000</td>\n","      <td>STK</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>005935</td>\n","      <td>KR7005931001</td>\n","      <td>삼성전자우</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>59800</td>\n","      <td>1</td>\n","      <td>100</td>\n","      <td>0.17</td>\n","      <td>59500</td>\n","      <td>59900</td>\n","      <td>59400</td>\n","      <td>425305</td>\n","      <td>25368301800</td>\n","      <td>49208624660000</td>\n","      <td>822886700</td>\n","      <td>STK</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","      <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>2768</th>\n","      <td>002785</td>\n","      <td>KR7002781003</td>\n","      <td>진흥기업우B</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>4880</td>\n","      <td>2</td>\n","      <td>-100</td>\n","      <td>-2.01</td>\n","      <td>4980</td>\n","      <td>4980</td>\n","      <td>4880</td>\n","      <td>85</td>\n","      <td>414930</td>\n","      <td>4183223840</td>\n","      <td>857218</td>\n","      <td>STK</td>\n","    </tr>\n","    <tr>\n","      <th>2769</th>\n","      <td>000227</td>\n","      <td>KR7000222000</td>\n","      <td>유유제약2우B</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>12760</td>\n","      <td>2</td>\n","      <td>-230</td>\n","      <td>-1.77</td>\n","      <td>12810</td>\n","      <td>12850</td>\n","      <td>12710</td>\n","      <td>5306</td>\n","      <td>67868250</td>\n","      <td>4154145600</td>\n","      <td>325560</td>\n","      <td>STK</td>\n","    </tr>\n","    <tr>\n","      <th>2773</th>\n","      <td>002787</td>\n","      <td>KR7002782001</td>\n","      <td>진흥기업2우B</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>12750</td>\n","      <td>1</td>\n","      <td>250</td>\n","      <td>2.00</td>\n","      <td>12590</td>\n","      <td>12750</td>\n","      <td>12590</td>\n","      <td>51</td>\n","      <td>650090</td>\n","      <td>3758802000</td>\n","      <td>294808</td>\n","      <td>STK</td>\n","    </tr>\n","    <tr>\n","      <th>2774</th>\n","      <td>001525</td>\n","      <td>KR7001521004</td>\n","      <td>동양우</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>6070</td>\n","      <td>2</td>\n","      <td>-70</td>\n","      <td>-1.14</td>\n","      <td>6060</td>\n","      <td>6080</td>\n","      <td>6050</td>\n","      <td>882</td>\n","      <td>5343370</td>\n","      <td>3749627170</td>\n","      <td>617731</td>\n","      <td>STK</td>\n","    </tr>\n","    <tr>\n","      <th>2777</th>\n","      <td>001527</td>\n","      <td>KR7001522002</td>\n","      <td>동양2우B</td>\n","      <td>KOSPI</td>\n","      <td></td>\n","      <td>11510</td>\n","      <td>2</td>\n","      <td>-110</td>\n","      <td>-0.95</td>\n","      <td>11510</td>\n","      <td>11580</td>\n","      <td>11510</td>\n","      <td>592</td>\n","      <td>6813990</td>\n","      <td>3551629190</td>\n","      <td>308569</td>\n","      <td>STK</td>\n","    </tr>\n","  </tbody>\n","</table>\n","<p>952 rows × 17 columns</p>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-0532eb01-14f1-474a-92f2-57a91da0974d')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n","    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n","  </svg>\n","    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주말을 제외한 사용자 정의 휴일 데이터프레임 생성\n","    holidays = pd.DataFrame({\n","        'holiday': 'weekday',\n","        'ds': pd.date_range(start=df['ds'].min(), end=df['ds'].max(), freq='B')\n","    })\n","\n","    model = Prophet(daily_seasonality=True, holidays=holidays)\n","    model.fit(df[['ds', 'y']])\n","\n","    # 'B' 주기를 사용하여 평일만 예측하도록 future 데이터프레임 생성\n","    future = model.make_future_dataframe(periods=days_to_predict, freq='B')\n","    forecast = model.predict(future)\n","\n","    # 실제값과 예측값 추출\n","    y_true = df['y']\n","    y_pred = forecast['yhat'][:-days_to_predict]  # 예측값 중에서 실제값과 대응되는 부분만 선택\n","\n","    # MAE와 MSE 계산\n","    mae = mean_absolute_error(y_true, y_pred)\n","    mse = mean_squared_error(y_true, y_pred)\n","\n","    print(f'Mean Absolute Error (MAE): {mae}')\n","    print(f'Mean Squared Error (MSE): {mse}')\n","\n","    return model, forecast\n","\n","def plot_prophet_forecast(model, forecast):\n","    model.plot(forecast)\n","    plt.show()\n","\n","def save_forecast_to_dataframe(df, forecast, stock_name):\n","    forecast_df = forecast[['ds', 'yhat']].tail(14).rename(columns={'ds': 'Date', 'yhat': 'Predicted_Close'})\n","    forecast_df['Stock'] = stock_name\n","    return forecast_df"],"metadata":{"id":"68Ua31KJ1RCl","executionInfo":{"status":"ok","timestamp":1703129761077,"user_tz":-540,"elapsed":17,"user":{"displayName":"홍승표","userId":"09351879372195819796"}}},"execution_count":14,"outputs":[]},{"cell_type":"code","source":["# 예측을 위한 주식 종목 리스트\n","stock_list = [\"삼성전자\", \"현대차\", \"LG화학\", \"POSCO\", \"삼성바이오로직스\"]\n","# stock_list = [\"카카오\"]\n","forecast_list = []\n","\n","# 모든 주식 종목에 대한 예측 수행\n","for stock in stock_list:\n","    df_stock = get_stock_data(stock, year=2023)\n","    if df_stock is not None:\n","        scaled_data = preprocess_data(df_stock)\n","\n","        # Train Prophet model\n","        model, forecast = train_prophet_model(df_stock, days_to_predict=14)\n","\n","        # Plot forecast\n","        plot_prophet_forecast(model, forecast)\n","\n","        # Save forecast to dataframe\n","        forecast_df = save_forecast_to_dataframe(df_stock, forecast, stock)\n","        forecast_list.append(forecast_df)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000},"id":"oGPftM-N1TKK","executionInfo":{"status":"ok","timestamp":1703129813547,"user_tz":-540,"elapsed":52487,"user":{"displayName":"홍승표","userId":"09351879372195819796"}},"outputId":"d5e88811-a2c5-4cfb-e650-0e10c9456248"},"execution_count":15,"outputs":[{"output_type":"stream","name":"stderr","text":["INFO:prophet:Disabling yearly seasonality. Run prophet with yearly_seasonality=True to override this.\n","DEBUG:cmdstanpy:input tempfile: /tmp/tmpvy_b5ns3/8slx687a.json\n","DEBUG:cmdstanpy:input tempfile: /tmp/tmpvy_b5ns3/2m7ayhhf.json\n","DEBUG:cmdstanpy:idx 0\n","DEBUG:cmdstanpy:running CmdStan, num_threads: None\n","DEBUG:cmdstanpy:CmdStan args: ['/usr/local/lib/python3.10/dist-packages/prophet/stan_model/prophet_model.bin', 'random', 'seed=44498', 'data', 'file=/tmp/tmpvy_b5ns3/8slx687a.json', 'init=/tmp/tmpvy_b5ns3/2m7ayhhf.json', 'output', 'file=/tmp/tmpvy_b5ns3/prophet_model47emhpxz/prophet_model-20231221033612.csv', 'method=optimize', 'algorithm=lbfgs', 'iter=10000']\n","03:36:12 - cmdstanpy - INFO - Chain [1] start processing\n","INFO:cmdstanpy:Chain [1] start processing\n","03:36:12 - cmdstanpy - INFO - Chain [1] done processing\n","INFO:cmdstanpy:Chain [1] done processing\n"]},{"output_type":"stream","name":"stdout","text":["Mean Absolute Error (MAE): 1245.8722304779665\n","Mean Squared Error (MSE): 2334591.299272982\n"]},{"output_type":"display_data","data":{"text/plain":["<Figure size 1000x600 with 1 Axes>"],"image/png":"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\n"},"metadata":{}},{"output_type":"stream","name":"stderr","text":["INFO:prophet:Disabling yearly seasonality. Run prophet with yearly_seasonality=True to override this.\n","DEBUG:cmdstanpy:input tempfile: /tmp/tmpvy_b5ns3/j5z1ks9l.json\n","DEBUG:cmdstanpy:input tempfile: /tmp/tmpvy_b5ns3/qrpd21es.json\n","DEBUG:cmdstanpy:idx 0\n","DEBUG:cmdstanpy:running CmdStan, num_threads: None\n","DEBUG:cmdstanpy:CmdStan args: ['/usr/local/lib/python3.10/dist-packages/prophet/stan_model/prophet_model.bin', 'random', 'seed=94836', 'data', 'file=/tmp/tmpvy_b5ns3/j5z1ks9l.json', 'init=/tmp/tmpvy_b5ns3/qrpd21es.json', 'output', 'file=/tmp/tmpvy_b5ns3/prophet_modeluutsybn0/prophet_model-20231221033624.csv', 'method=optimize', 'algorithm=lbfgs', 'iter=10000']\n","03:36:24 - cmdstanpy - INFO - Chain [1] start processing\n","INFO:cmdstanpy:Chain [1] start processing\n","03:36:24 - cmdstanpy - INFO - Chain [1] done processing\n","INFO:cmdstanpy:Chain [1] done processing\n"]},{"output_type":"stream","name":"stdout","text":["Mean Absolute Error (MAE): 3551.350613021945\n","Mean Squared Error (MSE): 17892064.730505098\n"]},{"output_type":"display_data","data":{"text/plain":["<Figure size 1000x600 with 1 Axes>"],"image/png":"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\n"},"metadata":{}},{"output_type":"stream","name":"stderr","text":["INFO:prophet:Disabling yearly seasonality. Run prophet with yearly_seasonality=True to override this.\n","DEBUG:cmdstanpy:input tempfile: /tmp/tmpvy_b5ns3/l73s9bcn.json\n","DEBUG:cmdstanpy:input tempfile: /tmp/tmpvy_b5ns3/7oq660p3.json\n","DEBUG:cmdstanpy:idx 0\n","DEBUG:cmdstanpy:running CmdStan, num_threads: None\n","DEBUG:cmdstanpy:CmdStan args: ['/usr/local/lib/python3.10/dist-packages/prophet/stan_model/prophet_model.bin', 'random', 'seed=41584', 'data', 'file=/tmp/tmpvy_b5ns3/l73s9bcn.json', 'init=/tmp/tmpvy_b5ns3/7oq660p3.json', 'output', 'file=/tmp/tmpvy_b5ns3/prophet_modelk0i9f_66/prophet_model-20231221033633.csv', 'method=optimize', 'algorithm=lbfgs', 'iter=10000']\n","03:36:34 - cmdstanpy - INFO - Chain [1] start processing\n","INFO:cmdstanpy:Chain [1] start processing\n","03:36:34 - cmdstanpy - INFO - Chain [1] done processing\n","INFO:cmdstanpy:Chain [1] done processing\n"]},{"output_type":"stream","name":"stdout","text":["Mean Absolute Error (MAE): 21684.85604092639\n","Mean Squared Error (MSE): 725841271.4901967\n"]},{"output_type":"display_data","data":{"text/plain":["<Figure size 1000x600 with 1 Axes>"],"image/png":"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\n"},"metadata":{}},{"output_type":"stream","name":"stderr","text":["INFO:prophet:Disabling yearly seasonality. Run prophet with yearly_seasonality=True to override this.\n","DEBUG:cmdstanpy:input tempfile: /tmp/tmpvy_b5ns3/tp3ltiex.json\n","DEBUG:cmdstanpy:input tempfile: /tmp/tmpvy_b5ns3/u_vu4kpp.json\n","DEBUG:cmdstanpy:idx 0\n","DEBUG:cmdstanpy:running CmdStan, num_threads: None\n","DEBUG:cmdstanpy:CmdStan args: ['/usr/local/lib/python3.10/dist-packages/prophet/stan_model/prophet_model.bin', 'random', 'seed=22006', 'data', 'file=/tmp/tmpvy_b5ns3/tp3ltiex.json', 'init=/tmp/tmpvy_b5ns3/u_vu4kpp.json', 'output', 'file=/tmp/tmpvy_b5ns3/prophet_modelpztwjydf/prophet_model-20231221033651.csv', 'method=optimize', 'algorithm=lbfgs', 'iter=10000']\n","03:36:51 - cmdstanpy - INFO - Chain [1] start processing\n","INFO:cmdstanpy:Chain [1] start processing\n","03:36:51 - cmdstanpy - INFO - Chain [1] done processing\n","INFO:cmdstanpy:Chain [1] done processing\n"]},{"output_type":"stream","name":"stdout","text":["Mean Absolute Error (MAE): 11087.9455598373\n","Mean Squared Error (MSE): 201859699.73472816\n"]},{"output_type":"display_data","data":{"text/plain":["<Figure size 1000x600 with 1 Axes>"],"image/png":"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         Date  Predicted_Close Stock\n","226 2023-12-01     70559.097077  삼성전자\n","227 2023-12-04     70377.621195  삼성전자\n","228 2023-12-05     70364.068308  삼성전자\n","229 2023-12-06     70472.448080  삼성전자\n","230 2023-12-07     70591.646335  삼성전자\n","231 2023-12-08     70777.807671  삼성전자\n","232 2023-12-11     70596.331789  삼성전자\n","233 2023-12-12     70582.778902  삼성전자\n","234 2023-12-13     70691.158673  삼성전자\n","235 2023-12-14     70810.356929  삼성전자\n","236 2023-12-15     70996.518265  삼성전자\n","237 2023-12-18     70815.042382  삼성전자\n","238 2023-12-19     70801.489495  삼성전자\n","239 2023-12-20     70909.869267  삼성전자"],"text/html":["\n","  <div id=\"df-33f9c3bf-9109-4f0d-a379-c0d24fe4da6d\" class=\"colab-df-container\">\n","    <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: 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   <td>2023-12-08</td>\n","      <td>70777.807671</td>\n","      <td>삼성전자</td>\n","    </tr>\n","    <tr>\n","      <th>232</th>\n","      <td>2023-12-11</td>\n","      <td>70596.331789</td>\n","      <td>삼성전자</td>\n","    </tr>\n","    <tr>\n","      <th>233</th>\n","      <td>2023-12-12</td>\n","      <td>70582.778902</td>\n","      <td>삼성전자</td>\n","    </tr>\n","    <tr>\n","      <th>234</th>\n","      <td>2023-12-13</td>\n","      <td>70691.158673</td>\n","      <td>삼성전자</td>\n","    </tr>\n","    <tr>\n","      <th>235</th>\n","      <td>2023-12-14</td>\n","      <td>70810.356929</td>\n","      <td>삼성전자</td>\n","    </tr>\n","    <tr>\n","      <th>236</th>\n","      <td>2023-12-15</td>\n","      <td>70996.518265</td>\n","      <td>삼성전자</td>\n","    </tr>\n","    <tr>\n","      <th>237</th>\n","      <td>2023-12-18</td>\n","      <td>70815.042382</td>\n","      <td>삼성전자</td>\n","    </tr>\n","    <tr>\n","      <th>238</th>\n","      <td>2023-12-19</td>\n","      <td>70801.489495</td>\n","      <td>삼성전자</td>\n","    </tr>\n","    <tr>\n","      <th>239</th>\n","      <td>2023-12-20</td>\n","      <td>70909.869267</td>\n","      <td>삼성전자</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-33f9c3bf-9109-4f0d-a379-c0d24fe4da6d')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n","    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n","  </svg>\n","    </button>\n","\n","  <style>\n","    .colab-df-container {\n","      display:flex;\n","      gap: 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\n"},"metadata":{}}]},{"cell_type":"code","source":["plt.plot(data['Date'], data['Predicted_Close'], marker='o', linestyle='-', color='b')"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":448},"id":"Mbp6TCNIaUUv","executionInfo":{"status":"ok","timestamp":1703129813549,"user_tz":-540,"elapsed":16,"user":{"displayName":"홍승표","userId":"09351879372195819796"}},"outputId":"e5076a60-77ff-4118-9c5f-55a0e021dcbb"},"execution_count":18,"outputs":[{"output_type":"execute_result","data":{"text/plain":["[<matplotlib.lines.Line2D at 0x7c2a8f65baf0>]"]},"metadata":{},"execution_count":18},{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 1 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\n"},"metadata":{}}]},{"cell_type":"code","source":["# 주식 실제 데이터 그래프\n","plt.plot(df_stock_REAL['Date'], df_stock_REAL['Close'], marker='o', linestyle='-', color='b', label='Real Close')\n","\n","# 예측된 주식 데이터 그래프\n","plt.plot(data['Date'], data['Predicted_Close'], marker='o', linestyle='-', color='r', label='Predicted Close')\n","\n","# 범례 추가\n","plt.legend()\n","\n","# x축, y축 라벨 추가\n","plt.xlabel('Date')\n","plt.ylabel('Close Price')\n","\n","# 그래프 타이틀 설정\n","plt.title('Real vs Predicted Close Prices')\n","\n","# 그래프 표시\n","plt.show()"],"metadata":{"id":"7POtTKlleY6n","executionInfo":{"status":"error","timestamp":1703130274893,"user_tz":-540,"elapsed":676,"user":{"displayName":"홍승표","userId":"09351879372195819796"}},"outputId":"76da9568-4e12-4b3b-ab66-581cb9288020","colab":{"base_uri":"https://localhost:8080/","height":985}},"execution_count":36,"outputs":[{"output_type":"error","ename":"ConversionError","evalue":"ignored","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)","\u001b[0;32m/usr/local/lib/python3.10/dist-packages/matplotlib/axis.py\u001b[0m in \u001b[0;36mconvert_units\u001b[0;34m(self, x)\u001b[0m\n\u001b[1;32m   1731\u001b[0m         \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1732\u001b[0;31m             \u001b[0mret\u001b[0m \u001b[0;34m=\u001b[0m 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\u001b[0munit\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mupdate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mvalues\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     58\u001b[0m         \u001b[0;32mreturn\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvectorize\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0munit\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_mapping\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__getitem__\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0motypes\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mfloat\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mvalues\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m/usr/local/lib/python3.10/dist-packages/matplotlib/category.py\u001b[0m in \u001b[0;36mupdate\u001b[0;34m(self, data)\u001b[0m\n\u001b[1;32m    215\u001b[0m             \u001b[0;31m# OrderedDict just iterates over unique values in 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\u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m/usr/local/lib/python3.10/dist-packages/matplotlib/artist.py\u001b[0m in \u001b[0;36mconvert_xunits\u001b[0;34m(self, x)\u001b[0m\n\u001b[1;32m    279\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0max\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mNone\u001b[0m \u001b[0;32mor\u001b[0m \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mxaxis\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    280\u001b[0m             \u001b[0;32mreturn\u001b[0m \u001b[0mx\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 281\u001b[0;31m         \u001b[0;32mreturn\u001b[0m \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mxaxis\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mconvert_units\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    282\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    283\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0mconvert_yunits\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m/usr/local/lib/python3.10/dist-packages/matplotlib/axis.py\u001b[0m in \u001b[0;36mconvert_units\u001b[0;34m(self, x)\u001b[0m\n\u001b[1;32m   1732\u001b[0m             \u001b[0mret\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mconverter\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mconvert\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0munits\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1733\u001b[0m         \u001b[0;32mexcept\u001b[0m \u001b[0mException\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1734\u001b[0;31m             raise munits.ConversionError('Failed to convert value(s) to axis '\n\u001b[0m\u001b[1;32m   1735\u001b[0m                                          f'units: {x!r}') from e\n\u001b[1;32m   1736\u001b[0m         \u001b[0;32mreturn\u001b[0m \u001b[0mret\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;31mConversionError\u001b[0m: Failed to convert value(s) to axis units: array(['2023-12-01T00:00:00.000000000', '2023-12-04T00:00:00.000000000',\n       '2023-12-05T00:00:00.000000000', '2023-12-06T00:00:00.000000000',\n       '2023-12-07T00:00:00.000000000', '2023-12-08T00:00:00.000000000',\n       '2023-12-11T00:00:00.000000000', '2023-12-12T00:00:00.000000000',\n       '2023-12-13T00:00:00.000000000', '2023-12-14T00:00:00.000000000',\n       '2023-12-15T00:00:00.000000000', '2023-12-18T00:00:00.000000000',\n       '2023-12-19T00:00:00.000000000', '2023-12-20T00:00:00.000000000',\n       '2023-12-21T00:00:00.000000000'], dtype='datetime64[ns]')"]},{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"code","source":["#  ver1\n","\n","data = {\n","    'Date': [\n","        '2023-12-21', '2023-12-22', '2023-12-23', '2023-12-24', '2023-12-25',\n","        '2023-12-26', '2023-12-27', '2023-12-28', '2023-12-29', '2023-12-30',\n","        '2023-12-31', '2023-01-01', '2023-01-02', '2023-01-03'\n","    ],\n","    'Predicted_Close': [\n","        46009.484375, 45405.925781, 44846.480469, 44309.929688, 43796.953125,\n","        43307.390625, 42836.625000, 42385.113281, 41953.167969, 41540.640625,\n","        41147.382812, 40773.332031, 40417.859375, 40080.714844\n","    ]\n","}\n","\n","# 데이터프레임 생성\n","df = pd.DataFrame(data)"],"metadata":{"id":"cByZEwvhhgtp","executionInfo":{"status":"ok","timestamp":1703129813550,"user_tz":-540,"elapsed":13,"user":{"displayName":"홍승표","userId":"09351879372195819796"}}},"execution_count":19,"outputs":[]},{"cell_type":"code","source":["plt.plot(df['Date'], df['Predicted_Close'], marker='o', linestyle='-', color='b')"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":448},"id":"zAYZy4PNh0Fz","executionInfo":{"status":"ok","timestamp":1703129814187,"user_tz":-540,"elapsed":650,"user":{"displayName":"홍승표","userId":"09351879372195819796"}},"outputId":"79a47105-2b13-4d01-d947-efa2033b9b45"},"execution_count":20,"outputs":[{"output_type":"execute_result","data":{"text/plain":["[<matplotlib.lines.Line2D at 0x7c2a8afe6350>]"]},"metadata":{},"execution_count":20},{"output_type":"display_data","data":{"text/plain":["<Figure size 640x480 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}]}],"metadata":{"colab":{"provenance":[]},"kernelspec":{"display_name":"Python 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