analysis.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "import csv\n",
    "import numpy as np\n",
    "import datetime\n",
    "import calendar\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Thursday\n",
      "2004-01-22 00:00:00\n",
      "Tuesday\n",
      "2005-01-25 00:00:00\n",
      "Tuesday\n",
      "2006-01-24 00:00:00\n",
      "Wednesday\n",
      "2007-01-24 00:00:00\n",
      "Monday\n",
      "2008-01-14 00:00:00\n",
      "Wednesday\n",
      "2009-01-28 00:00:00\n",
      "Monday\n",
      "2012-01-23 00:00:00\n",
      "Thursday\n",
      "2013-01-24 00:00:00\n",
      "Monday\n",
      "2014-04-14 00:00:00\n",
      "Monday\n",
      "2016-02-01 00:00:00\n",
      "Friday\n",
      "2018-01-26 00:00:00\n",
      "Monday\n",
      "2019-04-08 00:00:00\n",
      "Friday\n",
      "2020-02-14 00:00:00\n"
     ]
    }
   ],
   "source": [
    "days_of_week_total = []\n",
    "days_of_week_curtis = []\n",
    "with open(\"historical-days.csv\", \"r\") as f:\n",
    "    for count, each_event in enumerate(csv.DictReader(f)):\n",
    "        if each_event[\"Head of School\"] == \"\":\n",
    "            break\n",
    "        if \"/\" in each_event[\"Actual Day\"]:\n",
    "            date_list = each_event[\"Actual Day\"].split(\"/\")\n",
    "            date = datetime.datetime(int(\"20\" + date_list[2]), int(date_list[0]), int(date_list[1]))\n",
    "            days_of_week_total.append(date.weekday())\n",
    "            if each_event[\"Head of School\"] == \"Curtis\":\n",
    "                days_of_week_curtis.append(date.weekday())\n",
    "            print(calendar.day_name[date.weekday()])\n",
    "            print(date)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.distplot(days_of_week_total, bins=5, kde=False)\n",
    "plt.grid()\n",
    "plt.gca().set(title='Cumulative Frequency of President\\'s Day by Weekday', ylabel='Frequency', xlabel=\"Days of the Week\");"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.distplot(days_of_week_curtis, bins=5, kde=False)\n",
    "plt.grid()\n",
    "plt.gca().set(title='Frequency of President\\'s Day by Weekday under Dr. Curtis', ylabel='Frequency', xlabel=\"Days of the Week\");"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.7.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}