시각화.ipynb

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  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['NanumGothic']\n"
     ]
    }
   ],
   "source": [
    "import pandas as pd\n",
    "from numpy import asarray\n",
    "from pandas import read_csv\n",
    "from pandas import DataFrame\n",
    "from pandas import concat\n",
    "import pandas_datareader.data as pdr\n",
    "import numpy as np\n",
    "from xgboost import plot_importance, plot_tree\n",
    "from numpy import asarray\n",
    "from math import sqrt\n",
    "from matplotlib import pyplot\n",
    "from datetime import date\n",
    "import seaborn as sns\n",
    "plt.style.use('ggplot')\n",
    "%matplotlib inline\n",
    "\n",
    "import warnings\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib\n",
    "import plotly.graph_objects as go\n",
    "import chart_studio.plotly as py\n",
    "import plotly.offline as pyo\n",
    "import plotly.io as pio\n",
    "pio.renderers.default = 'notebook_connected'\n",
    "import matplotlib as mpl    \n",
    "import matplotlib.font_manager as fm\n",
    "plt.rcParams['font.family']='NanumGothic'\n",
    "print(plt.rcParams['font.family'])\n",
    "\n",
    "warnings.filterwarnings(action='ignore')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 데이터 불러오기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 125,
   "metadata": {},
   "outputs": [],
   "source": [
    "## 데이터 불러오기\n",
    "train = pd.read_csv(\"data/train.csv\", encoding = 'euc-kr')\n",
    "train['DateTime'] = pd.to_datetime(train['DateTime'])\n",
    "train['date'] = train.DateTime.dt.date\n",
    "\n",
    "new_train= pd.read_csv(\"data/2차_train.csv\", encoding = 'euc-kr')\n",
    "new_train['DateTime'] = pd.to_datetime(new_train['DateTime'])\n",
    "new_train['date'] = new_train.DateTime.dt.date\n",
    "\n",
    "## 시간 합산\n",
    "train = pd.DataFrame(train.groupby('date').sum().reset_index())\n",
    "new_train = pd.DataFrame(new_train.groupby('date').sum().reset_index())\n",
    "\n",
    "## 1차 train과 2차 train 합치기\n",
    "train = pd.concat([train, new_train]).reset_index(drop = True)\n",
    "train_model = train.copy()\n",
    "train.tail()\n",
    "\n",
    "## submission 데이터\n",
    "submission = pd.read_csv('data/submission.csv', encoding = 'euc-kr')\n",
    "submission.DateTime = pd.to_datetime(submission.DateTime).dt.date\n",
    "submission = submission[submission.DateTime>date(2020,12,8)].reset_index(drop = True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 추가 데이터 처리"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 126,
   "metadata": {},
   "outputs": [],
   "source": [
    "login_info = pd.read_csv('data/new_login_info.csv', index_col=0)\n",
    "competition_info = pd.read_csv('data/new_competition_info.csv', index_col=0, encoding='cp949')\n",
    "user_info = pd.read_csv('data/new_user_info.csv', index_col=0)\n",
    "submission_info = pd.read_csv('data/new_submission_info.csv', index_col=0).dropna(how = 'all')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 127,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(842, 2)\n",
      "(839, 2)\n",
      "(839, 2)\n",
      "(779, 2)\n",
      "(779, 2)\n",
      "(779, 2)\n",
      "(779, 2)\n"
     ]
    },
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>date</th>\n",
       "      <th>active_made</th>\n",
       "      <th>active_login_user</th>\n",
       "      <th>all_login_user</th>\n",
       "      <th>active_sub_user</th>\n",
       "      <th>active_sub_team</th>\n",
       "      <th>all_sub_user</th>\n",
       "      <th>all_sub_team</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>752</th>\n",
       "      <td>2021-01-04</td>\n",
       "      <td>117</td>\n",
       "      <td>387</td>\n",
       "      <td>477</td>\n",
       "      <td>129</td>\n",
       "      <td>118</td>\n",
       "      <td>283</td>\n",
       "      <td>283</td>\n",
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       "      <td>100</td>\n",
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       "      <td>639</td>\n",
       "      <td>197</td>\n",
       "      <td>178</td>\n",
       "      <td>430</td>\n",
       "      <td>430</td>\n",
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       "    <tr>\n",
       "      <th>755</th>\n",
       "      <td>2021-01-07</td>\n",
       "      <td>81</td>\n",
       "      <td>420</td>\n",
       "      <td>480</td>\n",
       "      <td>197</td>\n",
       "      <td>174</td>\n",
       "      <td>412</td>\n",
       "      <td>412</td>\n",
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       "    <tr>\n",
       "      <th>756</th>\n",
       "      <td>2021-01-08</td>\n",
       "      <td>82</td>\n",
       "      <td>358</td>\n",
       "      <td>449</td>\n",
       "      <td>205</td>\n",
       "      <td>178</td>\n",
       "      <td>408</td>\n",
       "      <td>408</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
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       "           date  active_made  active_login_user  all_login_user  \\\n",
       "752  2021-01-04          117                387             477   \n",
       "753  2021-01-05          101                365             453   \n",
       "754  2021-01-06          100                555             639   \n",
       "755  2021-01-07           81                420             480   \n",
       "756  2021-01-08           82                358             449   \n",
       "\n",
       "     active_sub_user  active_sub_team  all_sub_user  all_sub_team  \n",
       "752              129              118           283           283  \n",
       "753              131              120           268           268  \n",
       "754              197              178           430           430  \n",
       "755              197              174           412           412  \n",
       "756              205              178           408           408  "
      ]
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     "execution_count": 127,
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   ],
   "source": [
    "# active_made\n",
    "\n",
    "## id와 c_time만 남김\n",
    "made_info = user_info[['id','c_time']]\n",
    "\n",
    "## c_time과 id 모두 같은 곳에서 결측치기에 모두 삭제\n",
    "made_info_dropna = made_info.dropna().copy()\n",
    "made_info_dropna['c_time'] = pd.to_datetime(made_info_dropna['c_time'])\n",
    "\n",
    "# 연월일로 나타내기\n",
    "made_info_dropna['day'] = made_info_dropna['c_time'].apply(lambda x : x.strftime('%Y-%m-%d') )\n",
    "made_info_dropna.day = pd.to_datetime(made_info_dropna.day).dt.date\n",
    "made_info_dropna = made_info_dropna[made_info_dropna.day>=date(2018,9,9)].reset_index(drop = True)\n",
    "\n",
    "# 아이디 생성한 사용자\n",
    "active_made = made_info_dropna.groupby(['day'])['id'].nunique().reset_index()\n",
    "active_made.day = pd.to_datetime(active_made.day).dt.date\n",
    "active_made.rename(columns = {'id':'active_made'}, inplace = True)\n",
    "active_made.tail(2)\n",
    "\n",
    "# active login user & all login user\n",
    "\n",
    "### active_login_user\n",
    "## user_id와 c_time 변수를 제외한 나머지 모든 변수 제거\n",
    "## 중간중간 있는 login_id나 user_id의 결측치도 모두 제거\n",
    "login_info_drop_na = login_info[['user_id','c_time']].dropna().copy()\n",
    "login_info_drop_na['c_time'] = pd.to_datetime(login_info_drop_na['c_time'])\n",
    "## 연월일로 나타내기\n",
    "login_info_drop_na['day'] = login_info_drop_na['c_time'].apply(lambda x : x.strftime('%Y-%m-%d') )\n",
    "## 실제 로그인한 사용자가 몇 명인가\n",
    "active_login_user = login_info_drop_na.groupby(['day'])['user_id'].nunique().reset_index()\n",
    "active_login_user['day'] = pd.to_datetime(active_login_user['day']).dt.date\n",
    "active_login_user.rename(columns = {'user_id':'active_login_user'}, inplace = True)\n",
    "active_login_user\n",
    "\n",
    "\n",
    "\n",
    "### all_login_user\n",
    "## platform과 browser의 결측치가 많아 변수 제거 -> 유의미한 변수도 아님\n",
    "## 중간중간 있는 login_id나 user_id의 결측치도 모두 제거\n",
    "login_info_drop_na2 = login_info[['user_id','c_time']].copy()\n",
    "## 총 사용자를 확인 하기 위해 결측치 다 채우기\n",
    "login_info_drop_na2['user_id'].fillna(0, inplace = True)\n",
    "login_info_drop_na2 = login_info_drop_na2.dropna()\n",
    "login_info_drop_na2['c_time'] = pd.to_datetime(login_info_drop_na2['c_time'])\n",
    "## 연월일로 나타내기\n",
    "login_info_drop_na2['day'] = login_info_drop_na2['c_time'].apply(lambda x : x.strftime('%Y-%m-%d') )\n",
    "## 해당 일에 로그인 횟수가 총 몇 번인가\n",
    "all_login_user = login_info_drop_na2.groupby(['day'])['user_id'].count().reset_index()\n",
    "all_login_user['day'] = pd.to_datetime(all_login_user['day']).dt.date\n",
    "all_login_user.rename(columns = {'user_id':'all_login_user'}, inplace = True)\n",
    "all_login_user.tail(2)\n",
    "\n",
    "# 제출 정보 추가 데이터 확인\n",
    "\n",
    "### team_id별 user_id별 제출 수 뽑기\n",
    "sub_info = submission_info.copy()\n",
    "\n",
    "sub_info_dropna = sub_info[['team_id','user_id','c_time']].dropna().copy()\n",
    "sub_info_dropna.c_time = pd.to_datetime(sub_info_dropna.c_time)\n",
    "# 연월로 나타내기\n",
    "sub_info_dropna['day'] = sub_info_dropna['c_time'].apply(lambda x : x.strftime('%Y-%m-%d') )\n",
    "sub_info_dropna = sub_info_dropna[(sub_info_dropna['day']>='2018-09-09')]\n",
    "\n",
    "\n",
    "## 실제 제출한 사용자가 몇 명인가 : user_id\n",
    "active_sub_user = sub_info_dropna.groupby(['day'])['user_id'].nunique().reset_index()\n",
    "active_sub_user.day = pd.to_datetime(active_sub_user.day).dt.date\n",
    "active_sub_user.rename(columns = {'user_id':'active_sub_user'}, inplace = True)\n",
    "active_sub_user\n",
    "\n",
    "\n",
    "## 팀 아이디로 정리 : \n",
    "active_sub_team = sub_info_dropna.groupby(['day'])['team_id'].nunique().reset_index()\n",
    "active_sub_team.day = pd.to_datetime(active_sub_team.day).dt.date\n",
    "active_sub_team.rename(columns = {'team_id':'active_sub_team'}, inplace = True)\n",
    "active_sub_team.tail(2)\n",
    "\n",
    "### team_id별 user_id별 제출 수 뽑기\n",
    "sub_info = submission_info.copy()\n",
    "\n",
    "sub_info_all = sub_info[['team_id','user_id','c_time']].copy()\n",
    "sub_info_all.c_time = pd.to_datetime(sub_info_all.c_time)\n",
    "sub_info_all[['team_id','user_id']] = sub_info_all[['team_id','user_id']].fillna(0)\n",
    "\n",
    "\n",
    "# 연월로 나타내기\n",
    "sub_info_all['day'] = sub_info_all['c_time'].apply(lambda x : x.strftime('%Y-%m-%d') )\n",
    "sub_info_all = sub_info_all[(sub_info_all['day']>='2018-09-09')]\n",
    "\n",
    "## 제출한 총 수\n",
    "all_sub_user = sub_info_all.groupby(['day'])['user_id'].count().reset_index()\n",
    "all_sub_user.day = pd.to_datetime(all_sub_user.day).dt.date\n",
    "all_sub_user.rename(columns = {'user_id':'all_sub_user'}, inplace = True)\n",
    "\n",
    "## 팀 아이디로 제출한 총 수\n",
    "all_sub_team = sub_info_all.groupby(['day'])['team_id'].count().reset_index()\n",
    "all_sub_team.day = pd.to_datetime(all_sub_team.day).dt.date\n",
    "all_sub_team.rename(columns = {'team_id':'all_sub_team'}, inplace = True)\n",
    "all_sub_team.tail(2)\n",
    "\n",
    "\n",
    "# 공통된 요일 기준 병합\n",
    "\n",
    "### 제출수 요일이 가장 적으므로 '제출'을 기준으로 병합\n",
    "print(active_made.shape)\n",
    "print(active_login_user.shape)\n",
    "print(all_login_user.shape)\n",
    "print(active_sub_user.shape)\n",
    "print(active_sub_team.shape)\n",
    "print(all_sub_user.shape)\n",
    "print(all_sub_team.shape)\n",
    "\n",
    "add_data_list = [all_login_user, active_sub_user, active_sub_team, all_sub_user, all_sub_team]\n",
    "add_data = pd.merge(active_made, active_login_user, how = 'inner', on = 'day')\n",
    "for i in add_data_list:\n",
    "    add_data = pd.merge(add_data, i, how = 'inner', on = 'day')\n",
    "    \n",
    "add_data = add_data.rename(columns = {'day':'date'})\n",
    "add_data.tail()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 전체적인 부분\n",
    "- (2,2) 행렬로 표현"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 128,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
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\"linecolor\": \"white\", \"ticks\": \"\"}, \"bgcolor\": \"#E5ECF6\", \"caxis\": {\"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\"}}, \"title\": {\"x\": 0.05}, \"xaxis\": {\"automargin\": true, \"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\", \"title\": {\"standoff\": 15}, \"zerolinecolor\": \"white\", \"zerolinewidth\": 2}, \"yaxis\": {\"automargin\": true, \"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\", \"title\": {\"standoff\": 15}, \"zerolinecolor\": \"white\", \"zerolinewidth\": 2}}}, \"title\": {\"text\": \"train Page\"}, \"xaxis\": {\"title\": {\"text\": \"date\"}, \"type\": \"category\"}, \"yaxis\": {\"title\": {\"text\": \"Page\"}}},                        {\"responsive\": true}                    ).then(function(){\n",
       "                            \n",
       "var gd = document.getElementById('7374b0cb-3808-47f1-b385-86e63834940c');\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",
       "// Listen for the clearing of the current output cell\n",
       "var outputEl = gd.closest('.output');\n",
       "if (outputEl) {{\n",
       "    x.observe(outputEl, {childList: true});\n",
       "}}\n",
       "\n",
       "                        })                };                });            </script>        </div>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "## 시용자\n",
    "plot_data = [\n",
    "    go.Scatter(\n",
    "        x=train['date'],\n",
    "        y=train['사용자']\n",
    "    )\n",
    "]\n",
    "plot_layout = go.Layout(\n",
    "    xaxis = {\n",
    "        'type': 'category',\n",
    "        'title' : 'date'\n",
    "    },\n",
    "    yaxis = {\n",
    "        'title' : 'User'\n",
    "    },\n",
    "    title = 'train User',\n",
    ")\n",
    "fig = go.Figure(data=plot_data, layout = plot_layout)\n",
    "pyo.iplot(fig)\n",
    "\n",
    "\n",
    "## 세션\n",
    "plot_data = [\n",
    "    go.Scatter(\n",
    "        x=train['date'],\n",
    "        y=train['세션']\n",
    "    )\n",
    "]\n",
    "plot_layout = go.Layout(\n",
    "    xaxis = {\n",
    "        'type': 'category',\n",
    "        'title' : 'date'\n",
    "    },\n",
    "    yaxis = {\n",
    "        'title' : 'Sess'\n",
    "    },\n",
    "    title = 'train Sess',\n",
    ")\n",
    "fig = go.Figure(data=plot_data, layout = plot_layout)\n",
    "pyo.iplot(fig)\n",
    "\n",
    "\n",
    "## 신규방문자\n",
    "plot_data = [\n",
    "    go.Scatter(\n",
    "        x=train['date'],\n",
    "        y=train['신규방문자']\n",
    "    )\n",
    "]\n",
    "plot_layout = go.Layout(\n",
    "    xaxis = {\n",
    "        'type': 'category',\n",
    "        'title' : 'date'\n",
    "    },\n",
    "    yaxis = {\n",
    "        'title' : 'New'\n",
    "    },\n",
    "    title = 'train New',\n",
    ")\n",
    "fig = go.Figure(data=plot_data, layout = plot_layout)\n",
    "pyo.iplot(fig)\n",
    "\n",
    "\n",
    "## 페이지뷰\n",
    "plot_data = [\n",
    "    go.Scatter(\n",
    "        x=train['date'],\n",
    "        y=train['페이지뷰']\n",
    "    )\n",
    "]\n",
    "plot_layout = go.Layout(\n",
    "    xaxis = {\n",
    "        'type': 'category',\n",
    "        'title' : 'date'\n",
    "    },\n",
    "    yaxis = {\n",
    "        'title' : 'Page'\n",
    "    },\n",
    "    title = 'train Page',\n",
    ")\n",
    "fig = go.Figure(data=plot_data, layout = plot_layout)\n",
    "pyo.iplot(fig)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 연도별 시각화\n",
    "- (1,4) 행렬로 표현"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 129,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>year</th>\n",
       "      <th>사용자</th>\n",
       "      <th>세션</th>\n",
       "      <th>신규방문자</th>\n",
       "      <th>페이지뷰</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2018</td>\n",
       "      <td>206.947368</td>\n",
       "      <td>204.780702</td>\n",
       "      <td>63.000000</td>\n",
       "      <td>1618.482456</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2019</td>\n",
       "      <td>506.819178</td>\n",
       "      <td>524.487671</td>\n",
       "      <td>159.430137</td>\n",
       "      <td>6284.134247</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2020</td>\n",
       "      <td>2216.682216</td>\n",
       "      <td>2172.446064</td>\n",
       "      <td>498.209913</td>\n",
       "      <td>55868.854227</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   year          사용자           세션       신규방문자          페이지뷰\n",
       "0  2018   206.947368   204.780702   63.000000   1618.482456\n",
       "1  2019   506.819178   524.487671  159.430137   6284.134247\n",
       "2  2020  2216.682216  2172.446064  498.209913  55868.854227"
      ]
     },
     "execution_count": 129,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "### 연도별 Y의 평균\n",
    "## 연도만 뽑기\n",
    "train['year'] = train['date'].apply(lambda x : x.strftime('%Y'))\n",
    "\n",
    "year_train = train.groupby(['year'])[['사용자','세션','신규방문자','페이지뷰']].mean().reset_index()\n",
    "year_train.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 130,
   "metadata": {},
   "outputs": [
    {
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   "source": [
    "## 사용자\n",
    "plot_data = [\n",
    "    go.Scatter(\n",
    "        x=year_train['year'],\n",
    "        y=year_train['사용자']\n",
    "    )\n",
    "]\n",
    "plot_layout = go.Layout(\n",
    "    xaxis = {\n",
    "        'type': 'category',\n",
    "        'title' : 'date'\n",
    "    },\n",
    "    yaxis = {\n",
    "        'title' : 'User'\n",
    "    },\n",
    "    title = 'train User',\n",
    ")\n",
    "fig = go.Figure(data=plot_data, layout = plot_layout)\n",
    "pyo.iplot(fig)\n",
    "\n",
    "\n",
    "## 세션\n",
    "plot_data = [\n",
    "    go.Scatter(\n",
    "        x=year_train['year'],\n",
    "        y=year_train['세션']\n",
    "    )\n",
    "]\n",
    "plot_layout = go.Layout(\n",
    "    xaxis = {\n",
    "        'type': 'category',\n",
    "        'title' : 'date'\n",
    "    },\n",
    "    yaxis = {\n",
    "        'title' : 'Sess'\n",
    "    },\n",
    "    title = 'train Sess',\n",
    ")\n",
    "fig = go.Figure(data=plot_data, layout = plot_layout)\n",
    "pyo.iplot(fig)\n",
    "\n",
    "\n",
    "## 신규방문자\n",
    "plot_data = [\n",
    "    go.Scatter(\n",
    "        x=year_train['year'],\n",
    "        y=year_train['신규방문자']\n",
    "    )\n",
    "]\n",
    "plot_layout = go.Layout(\n",
    "    xaxis = {\n",
    "        'type': 'category',\n",
    "        'title' : 'date'\n",
    "    },\n",
    "    yaxis = {\n",
    "        'title' : 'New'\n",
    "    },\n",
    "    title = 'train New',\n",
    ")\n",
    "fig = go.Figure(data=plot_data, layout = plot_layout)\n",
    "pyo.iplot(fig)\n",
    "\n",
    "\n",
    "## 페이지뷰\n",
    "plot_data = [\n",
    "    go.Scatter(\n",
    "        x=year_train['year'],\n",
    "        y=year_train['페이지뷰']\n",
    "    )\n",
    "]\n",
    "plot_layout = go.Layout(\n",
    "    xaxis = {\n",
    "        'type': 'category',\n",
    "        'title' : 'date'\n",
    "    },\n",
    "    yaxis = {\n",
    "        'title' : 'Page'\n",
    "    },\n",
    "    title = 'train Page',\n",
    ")\n",
    "fig = go.Figure(data=plot_data, layout = plot_layout)\n",
    "pyo.iplot(fig)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 월별 시각화"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 131,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>month</th>\n",
       "      <th>사용자</th>\n",
       "      <th>세션</th>\n",
       "      <th>신규방문자</th>\n",
       "      <th>페이지뷰</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2018-09</td>\n",
       "      <td>226.409091</td>\n",
       "      <td>213.409091</td>\n",
       "      <td>47.227273</td>\n",
       "      <td>1615.590909</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2018-10</td>\n",
       "      <td>149.129032</td>\n",
       "      <td>148.774194</td>\n",
       "      <td>53.064516</td>\n",
       "      <td>909.645161</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2018-11</td>\n",
       "      <td>222.233333</td>\n",
       "      <td>226.066667</td>\n",
       "      <td>84.033333</td>\n",
       "      <td>1704.900000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2018-12</td>\n",
       "      <td>236.161290</td>\n",
       "      <td>234.064516</td>\n",
       "      <td>63.774194</td>\n",
       "      <td>2245.741935</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2019-01</td>\n",
       "      <td>302.387097</td>\n",
       "      <td>300.870968</td>\n",
       "      <td>84.032258</td>\n",
       "      <td>2434.612903</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     month         사용자          세션      신규방문자         페이지뷰\n",
       "0  2018-09  226.409091  213.409091  47.227273  1615.590909\n",
       "1  2018-10  149.129032  148.774194  53.064516   909.645161\n",
       "2  2018-11  222.233333  226.066667  84.033333  1704.900000\n",
       "3  2018-12  236.161290  234.064516  63.774194  2245.741935\n",
       "4  2019-01  302.387097  300.870968  84.032258  2434.612903"
      ]
     },
     "execution_count": 131,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "### 연도별 Y의 평균\n",
    "## 연도만 뽑기\n",
    "train['month'] = train['date'].apply(lambda x : x.strftime('%Y-%m'))\n",
    "\n",
    "year_train = train.groupby(['month'])[['사용자','세션','신규방문자','페이지뷰']].mean().reset_index()\n",
    "year_train.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 132,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
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       "                            \n",
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   ],
   "source": [
    "## 사용자\n",
    "plot_data = [\n",
    "    go.Scatter(\n",
    "        x=year_train['month'],\n",
    "        y=year_train['사용자']\n",
    "    )\n",
    "]\n",
    "plot_layout = go.Layout(\n",
    "    xaxis = {\n",
    "        'type': 'category',\n",
    "        'title' : 'date'\n",
    "    },\n",
    "    yaxis = {\n",
    "        'title' : 'User'\n",
    "    },\n",
    "    title = 'train User',\n",
    ")\n",
    "fig = go.Figure(data=plot_data, layout = plot_layout)\n",
    "pyo.iplot(fig)\n",
    "\n",
    "\n",
    "## 세션\n",
    "plot_data = [\n",
    "    go.Scatter(\n",
    "        x=year_train['month'],\n",
    "        y=year_train['세션']\n",
    "    )\n",
    "]\n",
    "plot_layout = go.Layout(\n",
    "    xaxis = {\n",
    "        'type': 'category',\n",
    "        'title' : 'date'\n",
    "    },\n",
    "    yaxis = {\n",
    "        'title' : 'Sess'\n",
    "    },\n",
    "    title = 'train Sess',\n",
    ")\n",
    "fig = go.Figure(data=plot_data, layout = plot_layout)\n",
    "pyo.iplot(fig)\n",
    "\n",
    "\n",
    "## 신규방문자\n",
    "plot_data = [\n",
    "    go.Scatter(\n",
    "        x=year_train['month'],\n",
    "        y=year_train['신규방문자']\n",
    "    )\n",
    "]\n",
    "plot_layout = go.Layout(\n",
    "    xaxis = {\n",
    "        'type': 'category',\n",
    "        'title' : 'date'\n",
    "    },\n",
    "    yaxis = {\n",
    "        'title' : 'New'\n",
    "    },\n",
    "    title = 'train New',\n",
    ")\n",
    "fig = go.Figure(data=plot_data, layout = plot_layout)\n",
    "pyo.iplot(fig)\n",
    "\n",
    "\n",
    "## 페이지뷰\n",
    "plot_data = [\n",
    "    go.Scatter(\n",
    "        x=year_train['month'],\n",
    "        y=year_train['페이지뷰']\n",
    "    )\n",
    "]\n",
    "plot_layout = go.Layout(\n",
    "    xaxis = {\n",
    "        'type': 'category',\n",
    "        'title' : 'date'\n",
    "    },\n",
    "    yaxis = {\n",
    "        'title' : 'Page'\n",
    "    },\n",
    "    title = 'train Page',\n",
    ")\n",
    "fig = go.Figure(data=plot_data, layout = plot_layout)\n",
    "pyo.iplot(fig)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 월의 특징 파악\n",
    "- 19년 12월부터 20년의 11월까지 특징 그래프 그리기\n",
    "- 12개를 4행 3열로 나타내서 그리기 -> 그래프 잘 보이도록 편하게 조정\n",
    "- 12월 31일, 1월 1일이 떨어진다는 점 보이기 위함\n",
    "- 최근의 특징을 가장 많이 가지고 있는 2020년의 데이터에서 월별로 그래프를 그려보았을 때 주말 및 휴일에는 하락하고 평일에는 상승하는 점이 보임\n",
    "- 특징있는 날을 제외하고서는 한달 이내 상승점들의 높이는 비슷하고 하락점 또한 마찬가지\n",
    "- 공휴일과 주말이 비슷한 모습을 보임"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 133,
   "metadata": {},
   "outputs": [],
   "source": [
    "# train['date'] = pd.to_datetime(train['date'])\n",
    "\n",
    "\n",
    "train['dayofmonth'] = pd.to_datetime(train['date']).dt.day\n",
    "train['month'] = pd.to_datetime(train['date']).dt.month\n",
    "train['year'] = pd.to_datetime(train['date']).dt.year\n",
    "\n",
    "#### 사용자\n",
    "#### 가장 최근 월별로 Y 분석을 해본 뒤에 월초와 월말을 어떤식으로 나눌지에 대해서 고민\n",
    "# 1,2,3,4,5월 분석\n",
    "train_1 = train[(train['month']==1) & (train['year']==2020)]\n",
    "train_2 = train[(train['month']==2) & (train['year']==2020)]\n",
    "train_3 = train[(train['month']==3) & (train['year']==2020)]\n",
    "train_4 = train[(train['month']==4) & (train['year']==2020)]\n",
    "train_5 = train[(train['month']==5) & (train['year']==2020)]\n",
    "train_6 = train[(train['month']==6) & (train['year']==2020)]\n",
    "\n",
    "# 6,7,8,9,10월 분석\n",
    "train_6 = train[(train['month']==6) & (train['year']==2020)]\n",
    "train_7 = train[(train['month']==7) & (train['year']==2020)]\n",
    "train_8 = train[(train['month']==8) & (train['year']==2020)]\n",
    "train_9 = train[(train['month']==9) & (train['year']==2020)]\n",
    "train_10 = train[(train['month']==10) & (train['year']==2020)]\n",
    "train_11 = train[(train['month']==11) & (train['year']==2020)]\n",
    "\n",
    "\n",
    "# 19년 5~12월 진행\n",
    "train_4_19 = train[(train['month']==4) & (train['year']==2019)]\n",
    "train_5_19 = train[(train['month']==5) & (train['year']==2019)]\n",
    "train_6_19 = train[(train['month']==6) & (train['year']==2019)]\n",
    "train_7_19 = train[(train['month']==7) & (train['year']==2019)]\n",
    "train_8_19 = train[(train['month']==8) & (train['year']==2019)]\n",
    "train_9_19 = train[(train['month']==9) & (train['year']==2019)]\n",
    "train_10_19 = train[(train['month']==10) & (train['year']==2019)]\n",
    "train_11_19 = train[(train['month']==11) & (train['year']==2019)]\n",
    "train_12_19 = train[(train['month']==12) & (train['year']==2019)]\n",
    "\n",
    "# 18년 10월 11월 12월 19년 1월 2월 4월\n",
    "train_10_18 = train[(train['month']==10) & (train['year']==2018)]\n",
    "train_11_18 = train[(train['month']==11) & (train['year']==2018)]\n",
    "train_12_18 = train[(train['month']==12) & (train['year']==2018)]\n",
    "train_1_19 = train[(train['month']==1) & (train['year']==2019)]\n",
    "train_2_19 = train[(train['month']==2) & (train['year']==2019)]\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "train_early_8 = train[(train['dayofmonth'] < 10) & (train['month']==8)]\n",
    "train_later_8 = train[(train['dayofmonth'] > 20) & (train['month']==8)]\n",
    "\n",
    "train_early_9 = train[(train['dayofmonth'] < 10) & (train['month']==9)]\n",
    "train_later_9 = train[(train['dayofmonth'] > 20) & (train['month']==9)]\n",
    "\n",
    "train_early_10 = train[(train['dayofmonth'] < 10) & (train['month']==10)]\n",
    "train_later_10 = train[(train['dayofmonth'] > 20) & (train['month']==10)]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 연휴 기간 추가\n",
    "- 연휴 기간에도 휴일과 같이 하락한 모습을 보임\n",
    "- 20년 5월의 연휴 확인\n",
    "- 19년 12월 31일 연말 모습 확인\n",
    "- 18년 12/31, 19년 12/31, 추가 데이터의 제출 수, 로그인 수, 아이디 생성 수 등을 시각화로 보이기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 134,
   "metadata": {},
   "outputs": [],
   "source": [
    "## 18년과 19년 12/31 ~ 1/1\n",
    "train_later_18 = train[(train['date']>=date(2018, 12, 23))&(train['date']<=date(2019, 1, 5))]\n",
    "train_later_19 = train[(train['date']>=date(2019, 12, 23))&(train['date']<=date(2020, 1, 5))]\n",
    "\n",
    "## 추가데이터 12/31 ~ 1/1\n",
    "add_later18 = add_data[(add_data['date']>=date(2018, 12, 20))&(add_data['date']<=date(2019, 1, 5))]\n",
    "add_later19 = add_data[(add_data['date']>=date(2019, 12, 20))&(add_data['date']<=date(2020, 1, 5))]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 223,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "## train 데이터의 연말 연초(사용자, 세션, 신규방문자)\n",
    "plt.figure(figsize = (15,3))\n",
    "plt.plot(train_later_18.date, train_later_18.사용자, linewidth=3, label = 'User')\n",
    "plt.plot(train_later_18.date, train_later_18.세션, linewidth=3, label = 'Sess')\n",
    "plt.plot(train_later_18.date, train_later_18.신규방문자, linewidth=3, label = 'New')\n",
    "plt.legend(loc='upper left')\n",
    "plt.title('train_18')\n",
    "plt.show()\n",
    "\n",
    "plt.figure(figsize = (15,3))\n",
    "plt.plot(train_later_19.date, train_later_19.사용자, linewidth=3, label = 'User')\n",
    "plt.plot(train_later_19.date, train_later_19.세션, linewidth=3, label = 'Sess')\n",
    "plt.plot(train_later_19.date, train_later_19.신규방문자, linewidth=3, label = 'New')\n",
    "plt.legend(loc='upper left')\n",
    "plt.title('train_19')\n",
    "plt.show()\n",
    "\n",
    "## train 연말 연초 (페이지뷰)\n",
    "plt.figure(figsize = (15,3))\n",
    "plt.plot(train_later_18.date, train_later_18.페이지뷰, linewidth=3, label = 'Page_18')\n",
    "plt.title('Page_18')\n",
    "plt.show()\n",
    "plt.figure(figsize = (15,3))\n",
    "plt.plot(train_later_19.date, train_later_19.페이지뷰, linewidth=3, label = 'Page_19')\n",
    "plt.title('Page_19')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "- 신규 아이디 생성자(active_made)와 실제 팀, 사용자 제출 수는 18년 연말 모두 하락세\n",
    "- 전체적으로 수치가 낮으나 크리스마스와 1월 1일이 가장 낮은 것을 알 수 있음.\n",
    "- 평일에 비해 크리스마스, 주말, 12월 31일은 모두 낮은 모습을 보임"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 136,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "## train 데이터의 연말 연초(사용자, 세션, 신규방문자)\n",
    "plt.figure(figsize = (15,5))\n",
    "plt.plot(add_later18.date, add_later18.active_made, linewidth=3, label = 'active_made')\n",
    "plt.plot(add_later18.date, add_later18.active_login_user, linewidth=3, label = 'active_login_user')\n",
    "plt.plot(add_later18.date, add_later18.all_login_user, linewidth=3, label = 'all_login_user')\n",
    "plt.plot(add_later18.date, add_later18.active_sub_user, linewidth=3, label = 'active_sub_user')\n",
    "plt.plot(add_later18.date, add_later18.active_sub_team, linewidth=3, label = 'active_sub_team')\n",
    "plt.plot(add_later18.date, add_later18.all_sub_user, linewidth=3, label = 'all_sub_user')\n",
    "plt.legend(loc='upper right')\n",
    "plt.title('add_later18')\n",
    "plt.show()\n",
    "\n",
    "## train 데이터의 연말 연초(사용자, 세션, 신규방문자)\n",
    "plt.figure(figsize = (15,5))\n",
    "plt.plot(add_later19.date, add_later19.active_made, linewidth=3, label = 'active_made')\n",
    "plt.plot(add_later19.date, add_later19.active_login_user, linewidth=3, label = 'active_login_user')\n",
    "plt.plot(add_later19.date, add_later19.all_login_user, linewidth=3, label = 'all_login_user')\n",
    "plt.plot(add_later19.date, add_later19.active_sub_user, linewidth=3, label = 'active_sub_user')\n",
    "plt.plot(add_later19.date, add_later19.active_sub_team, linewidth=3, label = 'active_sub_team')\n",
    "plt.plot(add_later19.date, add_later19.all_sub_user, linewidth=3, label = 'all_sub_user')\n",
    "plt.legend(loc='upper right')\n",
    "plt.title('add_later19')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "------------"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "- Y 모두 20년의 경우 석가탄신일을 기점으로 하락하면서 연휴 기간 내내 하락세\n",
    "- 로그인 수, 제출 수 등 연휴 기간 동안 하락세\n",
    "- 공휴일 휴일이 아니더라도 긴 연휴에 포함되는 날은 공휴일 및 주말과 같은 패턴을 보임"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 137,
   "metadata": {},
   "outputs": [],
   "source": [
    "## 19년과 20년 5월 연휴\n",
    "train_5_19 = train[(train['date']>=date(2019, 4, 25))&(train['date']<=date(2019, 5, 10))]\n",
    "train_5_20 = train[(train['date']>=date(2020, 4, 25))&(train['date']<=date(2020, 5, 10))]\n",
    "\n",
    "## 추가데이터 5월 연휴\n",
    "add_5_18 = add_data[(add_data['date']>=date(2019, 4, 25))&(add_data['date']<=date(2019, 5, 10))]\n",
    "add_5_19 = add_data[(add_data['date']>=date(2020, 4, 25))&(add_data['date']<=date(2020, 5, 10))]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 222,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "## train 데이터의 연말 연초(사용자, 세션, 신규방문자)\n",
    "plt.figure(figsize = (15,3))\n",
    "plt.plot(train_5_19.date, train_5_19.사용자, linewidth=3, label = 'User')\n",
    "plt.plot(train_5_19.date, train_5_19.세션, linewidth=3, label = 'Sess')\n",
    "plt.plot(train_5_19.date, train_5_19.신규방문자, linewidth=3, label = 'New')\n",
    "plt.legend(loc='upper left')\n",
    "plt.title('train_5_19')\n",
    "plt.show()\n",
    "\n",
    "plt.figure(figsize = (15,3))\n",
    "plt.plot(train_5_20.date, train_5_20.사용자, linewidth=3, label = 'User')\n",
    "plt.plot(train_5_20.date, train_5_20.세션, linewidth=3, label = 'Sess')\n",
    "plt.plot(train_5_20.date, train_5_20.신규방문자, linewidth=3, label = 'New')\n",
    "plt.legend(loc='upper left')\n",
    "plt.title('train_5_20')\n",
    "plt.show()\n",
    "\n",
    "## train 연말 연초 (페이지뷰)\n",
    "plt.figure(figsize = (15,3))\n",
    "plt.plot(train_5_19.date, train_5_19.페이지뷰, linewidth=3, label = 'Page_18')\n",
    "plt.title('train_5_19')\n",
    "plt.show()\n",
    "plt.figure(figsize = (15,3))\n",
    "plt.plot(train_5_20.date, train_5_20.페이지뷰, linewidth=3, label = 'Page_19')\n",
    "plt.title('train_5_20')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 139,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "## train 데이터의 연말 연초(사용자, 세션, 신규방문자)\n",
    "plt.figure(figsize = (15,5))\n",
    "plt.plot(add_5_18.date, add_5_18.active_made, linewidth=3, label = 'active_made')\n",
    "plt.plot(add_5_18.date, add_5_18.active_login_user, linewidth=3, label = 'active_login_user')\n",
    "plt.plot(add_5_18.date, add_5_18.all_login_user, linewidth=3, label = 'all_login_user')\n",
    "plt.plot(add_5_18.date, add_5_18.active_sub_user, linewidth=3, label = 'active_sub_user')\n",
    "plt.plot(add_5_18.date, add_5_18.active_sub_team, linewidth=3, label = 'active_sub_team')\n",
    "plt.plot(add_5_18.date, add_5_18.all_sub_user, linewidth=3, label = 'all_sub_user')\n",
    "plt.legend(loc='upper right')\n",
    "plt.title('add_5_18')\n",
    "plt.show()\n",
    "\n",
    "## train 데이터의 연말 연초(사용자, 세션, 신규방문자)\n",
    "plt.figure(figsize = (15,5))\n",
    "plt.plot(add_5_19.date, add_5_19.active_made, linewidth=3, label = 'active_made')\n",
    "plt.plot(add_5_19.date, add_5_19.active_login_user, linewidth=3, label = 'active_login_user')\n",
    "plt.plot(add_5_19.date, add_5_19.all_login_user, linewidth=3, label = 'all_login_user')\n",
    "plt.plot(add_5_19.date, add_5_19.active_sub_user, linewidth=3, label = 'active_sub_user')\n",
    "plt.plot(add_5_19.date, add_5_19.active_sub_team, linewidth=3, label = 'active_sub_team')\n",
    "plt.plot(add_5_19.date, add_5_19.all_sub_user, linewidth=3, label = 'all_sub_user')\n",
    "plt.legend(loc='upper right')\n",
    "plt.title('add_5_19')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 대회 개수의 영향력 확인\n",
    "- 일별 진행중인 대회 개수가 다르고 그에 따른 참가자 수 또한 다르다.\n",
    "- 진행중인 대회 수에 따른 Y의 분포 차이 확인\n",
    "- 진행되는 대회 수가 많을 수록 Y가 모두 커짐"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 140,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "cpt_id               1\n",
       "is_official          1\n",
       "period_start         1\n",
       "period_end           1\n",
       "sponsor             52\n",
       "name                 1\n",
       "name_eng            27\n",
       "keyword              2\n",
       "keyword_eng         28\n",
       "participants         1\n",
       "max_team_member      1\n",
       "max_file_per_day     1\n",
       "prize                1\n",
       "prize_info          19\n",
       "merge_deadline       1\n",
       "winner_show          1\n",
       "dtype: int64"
      ]
     },
     "execution_count": 140,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "competition_info.isnull().sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 141,
   "metadata": {},
   "outputs": [],
   "source": [
    "## 필요한 변수만 남긴 뒤 결측치와 변수 제거\n",
    "competition = competition_info[['period_start','period_end']].dropna()\n",
    "\n",
    "# competition\n",
    "\n",
    "# 각 날짜별 진행되고 있는 대회 개수\n",
    "# competition 데이터셋의 모든 기간을 포함.\n",
    "\n",
    "def date_cpt_count(competition):\n",
    "    from datetime import date, timedelta\n",
    "\n",
    "    # datatype: datetime으로 변경\n",
    "    competition['period_start'] =  pd.to_datetime(competition.period_start)\n",
    "    competition['period_end'] =  pd.to_datetime(competition.period_end)\n",
    "    # date로 변경\n",
    "    competition['period_start'] = competition.period_start.dt.date\n",
    "    competition['period_end'] = competition.period_end.dt.date\n",
    "\n",
    "    # 모든 대회 기간을 포함하는 datelist 생성. 897개\n",
    "    start = competition['period_start'].min()\n",
    "    end = competition['period_end'].max()\n",
    "\n",
    "    datelist = []\n",
    "    for i in range((end-start).days +1):\n",
    "        datelist.append(start+timedelta(days=i))\n",
    "\n",
    "    # 각 날짜에 대회가 몇개 열렸는지 매칭.\n",
    "    cpt_cnt = [0 for i in range(len(datelist))] \n",
    "\n",
    "    for i in range(len(competition)):\n",
    "        s = competition.iloc[i]['period_start']\n",
    "        e = competition.iloc[i]['period_end']\n",
    "      \n",
    "        t = 0\n",
    "        for d in datelist:\n",
    "            if d >= s and d<=e:\n",
    "                cpt_cnt[t]+=1\n",
    "            t+=1\n",
    "\n",
    "    date_cpt_cnt = pd.DataFrame({'date':datelist\n",
    "                                ,'count': cpt_cnt})\n",
    "    date_cpt_cnt.head()\n",
    "\n",
    "    return date_cpt_cnt\n",
    "\n",
    "competition = date_cpt_count(competition)\n",
    "\n",
    "## 대회 개수 변수  추가\n",
    "train['competition_counts'] = pd.Series(competition[(competition['date']>=date(2018,9,9)) & (competition['date']<=date(2020, 12, 8))].reset_index(drop = True)['count'])\n",
    "submission['competition_counts'] = pd.Series(competition[(competition['date']>=date(2020,12,9)) & (competition['date']<=date(2021, 1, 8))].reset_index(drop = True)['count'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 147,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x129de6b3f08>"
      ]
     },
     "execution_count": 147,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x864 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (15,12))\n",
    "plt.subplot(2, 2, 1)\n",
    "sns.boxplot(x = 'competition_counts',\n",
    "           y = '사용자',\n",
    "           data = train)\n",
    "plt.subplot(2, 2, 2)\n",
    "sns.boxplot(x = 'competition_counts',\n",
    "           y = '세션',\n",
    "           data = train)\n",
    "plt.subplot(2, 2, 3)\n",
    "sns.boxplot(x = 'competition_counts',\n",
    "           y = '신규방문자',\n",
    "           data = train)\n",
    "plt.subplot(2, 2, 4)\n",
    "sns.boxplot(x = 'competition_counts',\n",
    "           y = '페이지뷰',\n",
    "           data = train)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Y별 가장 큰 값들이 존재하는 날의 특징 파악\n",
    "- 휴일과 평일의 오르내림과 달리 유난히 높은 값을 갖는 날이 확인됨(7/31)\n",
    "- 2020년부터 본격적인 상승세를 타는 모습에서 어떠한 패턴을 가지고 있지 않기에 해당 날만이 가진 특수성을 파악해야 한다고 생각\n",
    "- 월간 데이콘과 같은 대회가 아닌 '코로나 대회'등과 같은 일정한 패턴이 없고 강한 특수성을 가진 대회의 정보는 반영하기 어렵다고 판단\n",
    "- 추가 데이터를 통해 확인할 수 있는 '로그인 수','제출 수','아이디 생성 수','참가자 수','대회 마감일'등의 정보를 종합하여 확인"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 334,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "period_end\n",
      "2020-07-31    3572.0\n",
      "2020-11-16    1696.0\n",
      "Name: participants, dtype: float64\n",
      "merge_deadline\n",
      "2020-11-02    1298.0\n",
      "2020-11-25     682.0\n",
      "Name: participants, dtype: float64\n"
     ]
    }
   ],
   "source": [
    "## 대회 시작일과 마감일 뽑기\n",
    "top_competition = competition_info[['period_start','period_end','name','participants','merge_deadline']].dropna()\n",
    "for i in ['period_start','period_end','merge_deadline']:\n",
    "    top_competition[i] = pd.to_datetime(top_competition[i]).dt.date\n",
    "\n",
    "top_user = list(train.sort_values(by = '사용자', ascending = False)['date'].head())\n",
    "top_sess = list(train.sort_values(by = '세션', ascending = False)['date'].head())\n",
    "top_new = list(train.sort_values(by = '신규방문자', ascending = False)['date'].head())\n",
    "top_page = list(train.sort_values(by = '페이지뷰', ascending = False)['date'].head())\n",
    "\n",
    "top_list = list(set(top_user)|set(top_sess)|set(top_new)|set(top_page))\n",
    "\n",
    "df=[]\n",
    "for i in ['period_end','merge_deadline']:\n",
    "    print(top_competition[top_competition[i].isin(top_list)].groupby(i)['participants'].sum())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "- 11월 25일을 제외하고 각 Y에서 높은 값을 갖는 날들은 팅 병합 마감하거나 끝나는 대회가 1000명 이상인 것으로 보인다.\n",
    "- test기간 중 참가자가 1000명이 넘는 대회가 끝나거나 팀 병합이 마감하는지 확인\n",
    "- 만약 존재한다면 위의 가정을 바탕으로 알고리즘의 정확도를 대략적으로 검증 가능\n",
    "- test 기간 중에서는 1000명 이상의 대회가 끝나는 12월 31일과 1000명 이상이 참가하는 대회의 시작일인 1월 6일이 포함되어 있음"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 333,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "## test 기간 확인\n",
    "start = top_competition[['period_start','participants']]\n",
    "start_sum = start.groupby('period_start').sum().reset_index()\n",
    "start_sum = start_sum[start_sum.participants>1000].reset_index(drop = True)\n",
    "\n",
    "end = top_competition[['period_end','participants']]\n",
    "end_sum = end.groupby('period_end').sum().reset_index()\n",
    "end_sum = end_sum[end_sum.participants>1000].reset_index(drop = True)\n",
    "\n",
    "deadline = top_competition[['merge_deadline','participants']]\n",
    "deadline_sum = deadline.groupby('merge_deadline').sum().reset_index()\n",
    "deadline_sum = deadline_sum[deadline_sum.participants>1000].reset_index(drop = True)\n",
    "\n",
    "## train 데이터의 연말 연초(사용자, 세션, 신규방문자)\n",
    "plt.figure(figsize = (15,5))\n",
    "plt.plot(start_sum.period_start, start_sum.participants, linewidth=3, label = 'end_sum')\n",
    "plt.plot(end_sum.period_end, end_sum.participants, linewidth=3, label = 'end_sum')\n",
    "plt.plot(deadline_sum.merge_deadline, deadline_sum.participants, linewidth=3, label = 'deadline_sum')\n",
    "plt.axvline(x=date(2020,12,9), color='black', linewidth=5, linestyle=':')\n",
    "plt.legend(loc='upper left')\n",
    "plt.title('test>1000')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 공휴일 데이터 추가"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "## 공휴일 데이터 생성\n",
    "date=\"\"\"2018-09-23, 2018-09-24, 2018-09-25, 2018-09-26, 2018-10-03, 2018-10-09, 2018-12-25, 2019-01-01, 2019-02-04, 2019-02-05, 2019-02-06, 2019-03-01, 2019-05-05, 2019-05-06, 2019-05-12, 2019-06-06, 2019-07-17, 2019-08-15, 2019-09-12, 2019-09-13, 2019-09-14, 2019-10-03, 2019-10-09, 2019-12-25, 2020-01-01, 2020-01-24, 2020-01-25, 2020-01-26, 2020-01-27, 2020-03-01, 2020-04-15, 2020-04-30, 2020-05-05, 2020-06-06, 2020-07-17, 2020-08-15, 2020-08-17, 2020-09-30, 2020-10-01, 2020-10-02, 2020-10-03, 2020-10-09, 2020-12-25, 2021-01-01\"\"\"\n",
    "name=\"\"\"추석, 추석, 추석, 대체휴무일, 개천절, 한글날, 기독탄신일, 1월1일, 설날, 설날, 설날, 삼일절, 어린이날, 대체공휴일, 부처님오신날, 현충일, 제헌절, 광복절, 추석, 추석, 추석, 개천절, 한글날, 기독탄신일, 1월1일, 설날, 설날, 설날, 설날, 삼일절, 제21대 국회의원선거, 부처님오신날, 어린이날, 현충일, 제헌절, 광복절, 임시공휴일, 추석, 추석, 추석, 개천절, 한글날, 기독탄신일, 1월1일\"\"\"\n",
    "\n",
    "date=date.split(',')\n",
    "name=name.split(',')\n",
    "holidays=pd.DataFrame({'date':date,'name':name})\n",
    "holidays.head()"
   ]
  }
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