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@khurchla
Created May 15, 2022 23:03
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Pandas & Matplotlib Lag Plot Time Series Analysis
{
"cell_type": "markdown",
"id": "d4a7d047",
"metadata": {},
"source": [
"### Combine these plots in a subplot grid\n",
"\n",
"Note, it's not essential to align these y axis ranges because you are analyzing the dots within each change, and you are not comparing each chart to its neighbor as with some other plot types."
]
},
{
"cell_type": "code",
"execution_count": 18,
"id": "1111f85e",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 864x864 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<Figure size 864x864 with 0 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# import pandas with its conventional alias\n",
"import pandas as pd\n",
"# from matplotlib only import the pyplot class with its conventional alias\n",
"import matplotlib.pyplot as plt\n",
"\n",
"# read the data from CSV file saved locally with this project directory\n",
"df = pd.read_csv('data/kudos.csv')\n",
"\n",
"# set the figure size and dots per inch (dpi) resolution parameters\n",
"plt.rcParams['figure.figsize'] = [12, 12]\n",
"plt.rcParams['figure.dpi'] = 72\n",
"\n",
"# assign an axes for each subplot in a 2x2 grid with their positions\n",
"ax1 = plt.subplot2grid((2,2), (0,0))\n",
"ax2 = plt.subplot2grid((2,2), (0,1))\n",
"ax3 = plt.subplot2grid((2,2), (1,0))\n",
"ax4 = plt.subplot2grid((2,2), (1,1))\n",
"\n",
"# \n",
"pd.plotting.lag_plot(df['Kudos Date'].astype('datetime64[ns]'), lag = 1, ax=ax1).set_title(\"Kudos: Lag of 1\", fontsize=16)\n",
"pd.plotting.lag_plot(df['Kudos Date'].astype('datetime64[ns]'), lag = 7, ax=ax2).set_title(\"Kudos: Lag of 7\", fontsize=16)\n",
"pd.plotting.lag_plot(df['Kudos Date'].astype('datetime64[ns]'), lag = 30, ax=ax3).set_title(\"Kudos: Lag of 30\", fontsize=16)\n",
"pd.plotting.lag_plot(df['Kudos Date'].astype('datetime64[ns]'), lag = 365, ax=ax4).set_title(\"Kudos: Lag of 365\", fontsize=16)\n",
"\n",
"# give more space between plots\n",
"plt.subplots_adjust(hspace=.3)\n",
"\n",
"# rotate labels on last x axis for readibility and to prevent overlapping\n",
"plt.xticks(rotation=45)\n",
"\n",
"# show the figure\n",
"plt.figure();"
]
}
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