168 lines
229 KiB
Plaintext
168 lines
229 KiB
Plaintext
{
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"metadata": {
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"language_info": {
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"codemirror_mode": {
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"name": "ipython",
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"version": 3
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},
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"file_extension": ".py",
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"mimetype": "text/x-python",
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"name": "python",
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"nbconvert_exporter": "python",
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"pygments_lexer": "ipython3",
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"version": "3.8.3"
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"kernelspec": {
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"name": "python383jvsc74a57bd02415b07f91dd425e750948139fdb55e7af880bc76bb515c4afc220f1237352f9",
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"display_name": "Python 3.8.3 64-bit ('base': conda)"
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},
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"metadata": {
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"interpreter": {
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"hash": "2415b07f91dd425e750948139fdb55e7af880bc76bb515c4afc220f1237352f9"
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}
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}
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},
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"nbformat": 4,
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"nbformat_minor": 2,
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"cells": [
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{
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"cell_type": "code",
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"execution_count": 1,
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"metadata": {},
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"outputs": [],
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"source": [
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"import pymysql, yaml, math\n",
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"from utils import *\n",
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"import seaborn as sns\n",
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"import pandas as pd\n",
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"from matplotlib import pyplot as plt\n",
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"import numpy as np\n",
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"import datetime\n",
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"\n",
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"f = open('config.yaml', 'r')\n",
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"config = yaml.load(f.read(), Loader=yaml.BaseLoader)\n",
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"conn = connectMysqlDB(config, autocommit = True)\n",
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"cur = conn.cursor(pymysql.cursors.DictCursor)"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 5,
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"metadata": {},
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"outputs": [],
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"source": [
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"# how commit num/discussion num change as time goes by (sponsor_account_create_time)\n",
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"cur.execute(\"select month_index, commit_num, discussion_num from middle_data_its where mid_time_point_type='sponsor_account_create_time'\")\n",
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"items = cur.fetchall()\n",
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"df = pd.DataFrame.from_dict(items)"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 17,
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"metadata": {},
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"outputs": [
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{
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"output_type": "display_data",
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"data": {
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"text/plain": "<Figure size 432x288 with 1 Axes>",
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},
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"metadata": {
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"needs_background": "light"
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}
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}
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],
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"source": [
|
|
"df['month index'] = df['month_index'].astype('category')\n",
|
|
"df['number of commits'] = df['commit_num'].astype('int')\n",
|
|
"df['number of discussions'] = df['discussion_num'].astype('int')\n",
|
|
"sns_plot = sns.boxplot(x=\"month index\", y=\"number of commits\", data=df, showfliers = False)\n",
|
|
"sns_plot.figure.savefig(\"pics/visualization_commit_num-account.pdf\", bbox_inches='tight')"
|
|
]
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|
},
|
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{
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|
"cell_type": "code",
|
|
"execution_count": 18,
|
|
"metadata": {},
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|
"outputs": [
|
|
{
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|
"output_type": "display_data",
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"data": {
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"text/plain": "<Figure size 432x288 with 1 Axes>",
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},
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"metadata": {
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"needs_background": "light"
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}
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}
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],
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"source": [
|
|
"sns_plot = sns.boxplot(x=\"month index\", y=\"number of discussions\", data=df, showfliers = False)\n",
|
|
"sns_plot.figure.savefig(\"pics/visualization_discussion_num-account.pdf\", bbox_inches='tight')"
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|
]
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},
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{
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"cell_type": "code",
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"execution_count": 19,
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"metadata": {},
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"outputs": [
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{
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"output_type": "display_data",
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"data": {
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"text/plain": "<Figure size 432x288 with 1 Axes>",
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\n"
|
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},
|
|
"metadata": {
|
|
"needs_background": "light"
|
|
}
|
|
}
|
|
],
|
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"source": [
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"# how commit num/discussion num change as time goes by (first_sponsored_create_time)\n",
|
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"cur.execute(\"select month_index, commit_num, discussion_num from middle_data_its where mid_time_point_type='first_sponsored_create_time'\")\n",
|
|
"items = cur.fetchall()\n",
|
|
"df = pd.DataFrame.from_dict(items)\n",
|
|
"\n",
|
|
"df['month index'] = df['month_index'].astype('category')\n",
|
|
"df['number of commits'] = df['commit_num'].astype('int')\n",
|
|
"df['number of discussions'] = df['discussion_num'].astype('int')\n",
|
|
"sns_plot = sns.boxplot(x=\"month index\", y=\"number of commits\", data=df, showfliers = False)\n",
|
|
"sns_plot.figure.savefig(\"pics/visualization_commit_num-first.pdf\", bbox_inches='tight')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 20,
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
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|
"output_type": "display_data",
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|
"data": {
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"text/plain": "<Figure size 432x288 with 1 Axes>",
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\n"
|
|
},
|
|
"metadata": {
|
|
"needs_background": "light"
|
|
}
|
|
}
|
|
],
|
|
"source": [
|
|
"sns_plot = sns.boxplot(x=\"month index\", y=\"number of discussions\", data=df, showfliers = False)\n",
|
|
"sns_plot.figure.savefig(\"pics/visualization_discussion_num-first.pdf\", bbox_inches='tight')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": null,
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"source": []
|
|
}
|
|
]
|
|
} |