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yssymmt/boxplot_plotly.ipynb

Created August 12, 2023 13:58
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boxplot_plotly.ipynb
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"cell_type": "markdown",
"id": "e9d907d6-03b2-41b3-b141-2afb22b1f087",
"metadata": {},
"source": [
"### 箱ひげ図を描いてみよう Plotly編"
]
},
{
"cell_type": "markdown",
"id": "68ff5169-9b40-4202-b2d7-32466d4aa946",
"metadata": {},
"source": [
"#### ライブラリの読み込み"
]
},
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"cell_type": "code",
"execution_count": 1,
"id": "43a5fcc6",
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"import pandas as pd\n",
"import plotly.graph_objects as go"
]
},
{
"cell_type": "markdown",
"id": "14b4f7b2-3b17-4bb3-a7c5-00c8bddaa6f6",
"metadata": {},
"source": [
"#### ファイルの読み込み"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "8dcb9377",
"metadata": {
"tags": []
},
"outputs": [
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"<style scoped>\n",
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" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>色</th>\n",
" <th>変数名</th>\n",
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" <th>第1四分位</th>\n",
" <th>第2四分位</th>\n",
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" <td>a</td>\n",
" <td>変数1</td>\n",
" <td>4</td>\n",
" <td>6</td>\n",
" <td>19</td>\n",
" <td>20</td>\n",
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" <td>b</td>\n",
" <td>変数2</td>\n",
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" 色 変数名 最小値 第1四分位 第2四分位 第3四分位 最大値 平均値\n",
"0 a 変数1 4 6 19 20 33 16.6\n",
"1 b 変数2 4 7 17 25 29 16.8\n",
"2 a 変数3 3 10 12 24 28 15.8\n",
"3 b 変数4 3 6 16 26 28 16.2\n",
"4 a 変数5 1 6 15 23 29 15.4\n",
"5 b 変数6 5 10 16 22 30 17.4\n",
"6 a 変数7 1 9 15 23 33 16.0\n",
"7 b 変数8 1 10 19 22 31 16.6\n",
"8 a 変数9 2 7 19 20 29 15.4"
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"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
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"source": [
"df = pd.read_csv('boxplot_dat.csv') \n",
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]
},
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"id": "a7333545-7fe8-4214-9072-955335492f72",
"metadata": {},
"source": [
"#### 横に表示する"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "ce756560",
"metadata": {
"tags": []
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},
"yaxis": {
"autorange": true,
"gridcolor": "#dcdcdc",
"linecolor": "#dcdcdc",
"range": [
-0.7777777777777779,
34.77777777777778
],
"title": {
"text": "値(平均値は破線)"
}
}
}
},
"image/png": 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",
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"source": [
"fig = go.Figure()\n",
"\n",
"fig.add_trace(\n",
" go.Box(\n",
" x=df['変数名'], \n",
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},
{
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"id": "44b25201",
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",
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{\"responsive\": true} ).then(function(){\n",
" \n",
"var gd = document.getElementById('04118f3d-fc8a-4a0a-847c-55262ba7e8a5');\n",
"var x = new MutationObserver(function (mutations, observer) {{\n",
" var display = window.getComputedStyle(gd).display;\n",
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" console.log([gd, 'removed!']);\n",
" Plotly.purge(gd);\n",
" observer.disconnect();\n",
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"}});\n",
"\n",
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" }) }; }); </script> </div>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig = go.Figure()\n",
"\n",
"fig.add_trace(\n",
" go.Box(\n",
" y=df['変数名'], \n",
" lowerfence=df['最小値'], \n",
" q1=df['第1四分位'], \n",
" median=df['第2四分位'], \n",
" q3=df['第3四分位'], \n",
" upperfence=df['最大値'], \n",
" mean=df['平均値'] \n",
" )\n",
")\n",
"fig.update_layout(\n",
" plot_bgcolor=\"#ffffff\", \n",
" font_size=12, \n",
" hoverlabel_font_size=10, \n",
" width=600,height=600, \n",
" yaxis=dict(title='変数名'),\n",
" xaxis=dict(title='値(平均値は破線)')\n",
")\n",
"#fig.update_layout(title='平均値は破線', font_size=10) \n",
"fig.update_xaxes(linecolor=\"#dcdcdc\", gridcolor=\"#dcdcdc\")\n",
"fig.update_yaxes(linecolor=\"#dcdcdc\", gridcolor=\"#dcdcdc\")\n",
"fig.update_traces(fillcolor=\"#00A4A0\", opacity=0.5)\n",
"fig.update_traces(line_color=\"#404040\")\n",
"fig.update_traces(orientation='h')\n",
"\n",
"fig.show() "
]
},
{
"cell_type": "markdown",
"id": "8632b523-f456-4adc-a55e-93764523092c",
"metadata": {},
"source": [
"#### 参照"
]
},
{
"cell_type": "markdown",
"id": "6e98584a",
"metadata": {},
"source": [
"https://plotly.com/python/reference/box/　<br>\n",
"https://plotly.com/python/box-plots/ <br>\n",
"https://data-analytics.fun/2021/07/02/plotly-layout/ <br>\n",
"https://data-analytics.fun/2021/07/03/plotly-box-plot/#toc6"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3 (ipykernel)",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.11.2"
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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