Skip to content

Instantly share code, notes, and snippets.

@simgeekiz
Created October 8, 2014 11:57
Show Gist options
  • Save simgeekiz/d74ce0ad6a79198a19de to your computer and use it in GitHub Desktop.
Save simgeekiz/d74ce0ad6a79198a19de to your computer and use it in GitHub Desktop.
pandasexample
Display the source blob
Display the rendered blob
Raw
{
"metadata": {
"name": "",
"signature": "sha256:641a76668346b223ad76e2854b342a832eb8f0a54e5ea2f6e5cae8ab4c783d0e"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": [
"from pandas import DataFrame, read_csv\n",
"from numpy import random\n",
" \n",
"# General syntax to import a library but no functions: \n",
"##import (library) as (give the library a nickname/alias)\n",
"import matplotlib.pyplot as plt\n",
"import pandas as pd\n",
"import numpy as np\n",
"import numpy.numarray as na\n",
"from pylab import *\n",
"\n",
"# Enable inline plotting\n",
"%matplotlib inline"
],
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 1
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"df = read_csv('../dosya/olimpiyat/countries_TUR__medals.csv') # csv dosyam\u0131z\u0131 y\u00fckl\u00fcyoruz.\n"
],
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 2
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"df=df[df['Games'].str.contains('Summer')] #sadece yaz olimpiyatlar\u0131 olanlar\u0131 incelemek istedi\u011fimizden i\u00e7inde \n",
"# summer ge\u00e7en Games kolonunu al\u0131yoruz.\n",
"df['Games']=df['Games'].str.slice(0,4) # sadece y\u0131llar\u0131 almak istiyoruz o y\u00fczden ilk 4 digiti al\u0131p geri kalan\u0131n\u0131 at\u0131yoruz."
],
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 3
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"df = df.set_index('Games')\n",
"df = df.sort_index(ascending = True)# y\u0131llar\u0131 d\u00fczenli bir \u015fekilde s\u0131ralamak istedi\u011fimizde (k\u00fc\u00e7\u00fckten b\u00fcy\u00fc\u011fe)\n",
"df = df[['Men','Women']]"
],
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 4
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"sum = [df['Men'] + df['Women']]\n",
"df['Total'] =df['Men'] + df['Women']\n",
"df"
],
"language": "python",
"metadata": {},
"outputs": [
{
"html": [
"<div style=\"max-height:1000px;max-width:1500px;overflow:auto;\">\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Men</th>\n",
" <th>Women</th>\n",
" <th>Total</th>\n",
" </tr>\n",
" <tr>\n",
" <th>Games</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>1906</th>\n",
" <td> 2</td>\n",
" <td> 0</td>\n",
" <td> 2</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1912</th>\n",
" <td> 2</td>\n",
" <td> 0</td>\n",
" <td> 2</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1924</th>\n",
" <td> 22</td>\n",
" <td> 0</td>\n",
" <td> 22</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1928</th>\n",
" <td> 31</td>\n",
" <td> 0</td>\n",
" <td> 31</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1932</th>\n",
" <td> 1</td>\n",
" <td> 0</td>\n",
" <td> 1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1936</th>\n",
" <td> 46</td>\n",
" <td> 2</td>\n",
" <td> 48</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1948</th>\n",
" <td> 57</td>\n",
" <td> 1</td>\n",
" <td> 58</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1952</th>\n",
" <td> 51</td>\n",
" <td> 0</td>\n",
" <td> 51</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1956</th>\n",
" <td> 13</td>\n",
" <td> 0</td>\n",
" <td> 13</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1960</th>\n",
" <td> 46</td>\n",
" <td> 3</td>\n",
" <td> 49</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1964</th>\n",
" <td> 23</td>\n",
" <td> 0</td>\n",
" <td> 23</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1968</th>\n",
" <td> 29</td>\n",
" <td> 0</td>\n",
" <td> 29</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1972</th>\n",
" <td> 42</td>\n",
" <td> 1</td>\n",
" <td> 43</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1976</th>\n",
" <td> 26</td>\n",
" <td> 1</td>\n",
" <td> 27</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1984</th>\n",
" <td> 45</td>\n",
" <td> 1</td>\n",
" <td> 46</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1988</th>\n",
" <td> 36</td>\n",
" <td> 5</td>\n",
" <td> 41</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1992</th>\n",
" <td> 36</td>\n",
" <td> 5</td>\n",
" <td> 41</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1996</th>\n",
" <td> 44</td>\n",
" <td> 9</td>\n",
" <td> 53</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2000</th>\n",
" <td> 42</td>\n",
" <td> 15</td>\n",
" <td> 57</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2004</th>\n",
" <td> 44</td>\n",
" <td> 20</td>\n",
" <td> 64</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2008</th>\n",
" <td> 48</td>\n",
" <td> 19</td>\n",
" <td> 67</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2012</th>\n",
" <td> 48</td>\n",
" <td> 64</td>\n",
" <td> 112</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>22 rows \u00d7 3 columns</p>\n",
"</div>"
],
"metadata": {},
"output_type": "pyout",
"prompt_number": 5,
"text": [
" Men Women Total\n",
"Games \n",
"1906 2 0 2\n",
"1912 2 0 2\n",
"1924 22 0 22\n",
"1928 31 0 31\n",
"1932 1 0 1\n",
"1936 46 2 48\n",
"1948 57 1 58\n",
"1952 51 0 51\n",
"1956 13 0 13\n",
"1960 46 3 49\n",
"1964 23 0 23\n",
"1968 29 0 29\n",
"1972 42 1 43\n",
"1976 26 1 27\n",
"1984 45 1 46\n",
"1988 36 5 41\n",
"1992 36 5 41\n",
"1996 44 9 53\n",
"2000 42 15 57\n",
"2004 44 20 64\n",
"2008 48 19 67\n",
"2012 48 64 112\n",
"\n",
"[22 rows x 3 columns]"
]
}
],
"prompt_number": 5
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"df[['Men','Women']].plot(kind='bar',figsize=(15,6),stacked=True)"
],
"language": "python",
"metadata": {},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 6,
"text": [
"<matplotlib.axes.AxesSubplot at 0x7fa8e0142e90>"
]
},
{
"metadata": {},
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAA2gAAAGNCAYAAABkAFIlAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n",
"text": [
"<matplotlib.figure.Figure at 0x7fa8e0142790>"
]
}
],
"prompt_number": 6
}
],
"metadata": {}
}
]
}
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment