{ "cells": [ { "cell_type": "markdown", "metadata": { "collapsed": true, "slideshow": { "slide_type": "slide" } }, "source": [ "***\n", "# 数据科学的编程工具\n", "> # Python使用简介\n", "***\n", "\n", "王成军\n", "\n", "wangchengjun@nju.edu.cn\n", "\n", "计算传播网 http://computational-communication.com" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# 人生苦短,我用Python。\n", "\n", "Python(/ˈpaɪθən/)是一种面向对象、解释型计算机程序设计语言\n", "- 由Guido van Rossum于1989年底发明\n", "- 第一个公开发行版发行于1991年\n", "- Python语法简洁而清晰\n", "- 具有强大的标准库和丰富的第三方模块\n", "- 它常被昵称为胶水语言\n", "- TIOBE编程语言排行榜“2010年度编程语言”\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# 特点\n", "- 免费、功能强大、使用者众多\n", "- 与R和MATLAB相比,Python是一门更易学、更严谨的程序设计语言。使用Python编写的脚本更易于理解和维护。\n", "- 如同其它编程语言一样,Python语言的基础知识包括:类型、列表(list)和元组(tuple)、字典(dictionary)、条件、循环、异常处理等。\n", "- 关于这些,初阶读者可以阅读《Beginning Python》一书(Hetland, 2005)。\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Python中包含了丰富的类库。\n", "众多开源的科学计算软件包都提供了Python的调用接口,例如著名的计算机视觉库OpenCV。\n", "Python本身的科学计算类库发展也十分完善,例如NumPy、SciPy和matplotlib等。\n", "就社会网络分析而言,igraph, networkx, graph-tool, Snap.py等类库提供了丰富的网络分析工具" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Python软件与IDE\n", "目前最新的Python版本为3.0,更稳定的2.7版本。\n", "编译器是编写程序的重要工具。\n", "免费的Python编译器有Spyder、PyCharm(免费社区版)、Ipython、Vim、 Emacs、 Eclipse(加上PyDev插件)。\n" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true, "slideshow": { "slide_type": "slide" } }, "source": [ "# Installing Anaconda Python\n", "- Use the Anaconda Python\n", " - http://continuum.io/downloads.html" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# 第三方包可以使用pip install的方法安装。\n", "- 可以点击ToolsOpen command prompt\n", "- 然后在打开的命令窗口中输入:\n", " - pip install beautifulsoup4 \n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "> pip install beautifulsoup4" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "- NumPy /SciPy for scientific computing\n", "- pandas to make Python usable for data analysis\n", "- matplotlib to make graphics\n", "- scikit-learn for machine learning\n" ] }, { "cell_type": "code", "execution_count": 90, "metadata": { "collapsed": true, "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "import random, datetime\n", "import numpy as np\n", "import pylab as plt\n", "import statsmodels.api as sm\n", "from scipy.stats import norm\n", "from scipy.stats.stats import pearsonr\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Variable Type\n" ] }, { "cell_type": "code", "execution_count": 93, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "'3'" ] }, "execution_count": 93, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# str, int, float\n", "str(3)" ] }, { "cell_type": "code", "execution_count": 193, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "5" ] }, "execution_count": 193, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# int\n", "int('5')" ] }, { "cell_type": "code", "execution_count": 192, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "7.1" ] }, "execution_count": 192, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# float\n", "float('7.1')" ] }, { "cell_type": "code", "execution_count": 194, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/plain": [ "[0, 1, 2, 3, 4, 5, 6, 7, 8, 9]" ] }, "execution_count": 194, "metadata": {}, "output_type": "execute_result" } ], "source": [ "range(10)" ] }, { "cell_type": "code", "execution_count": 190, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "[1, 2, 3, 4, 5, 6, 7, 8, 9]" ] }, "execution_count": 190, "metadata": {}, "output_type": "execute_result" } ], "source": [ "range(1, 10)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# dir & help\n", "\n", "当你想要了解对象的详细信息时使用" ] }, { "cell_type": "code", "execution_count": 96, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 96, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dir" ] }, { "cell_type": "code", "execution_count": 99, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "['swapcase', 'title', 'translate', 'upper', 'zfill']" ] }, "execution_count": 99, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dir(str)[-5:]" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Help on class str in module __builtin__:\n", "\n", "class str(basestring)\n", " | str(object='') -> string\n", " | \n", " | Return a nice string representation of the object.\n", " | If the argument is a string, the return value is the same object.\n", " | \n", " | Method resolution order:\n", " | str\n", " | basestring\n", " | object\n", " | \n", " | Methods defined here:\n", " | \n", " | __add__(...)\n", " | x.__add__(y) <==> x+y\n", " | \n", " | __contains__(...)\n", " | x.__contains__(y) <==> y in x\n", " | \n", " | __eq__(...)\n", " | x.__eq__(y) <==> x==y\n", " | \n", " | __format__(...)\n", " | S.__format__(format_spec) -> string\n", " | \n", " | Return a formatted version of S as described by format_spec.\n", " | \n", " | __ge__(...)\n", " | x.__ge__(y) <==> x>=y\n", " | \n", " | __getattribute__(...)\n", " | x.__getattribute__('name') <==> x.name\n", " | \n", " | __getitem__(...)\n", " | x.__getitem__(y) <==> x[y]\n", " | \n", " | __getnewargs__(...)\n", " | \n", " | __getslice__(...)\n", " | x.__getslice__(i, j) <==> x[i:j]\n", " | \n", " | Use of negative indices is not supported.\n", " | \n", " | __gt__(...)\n", " | x.__gt__(y) <==> x>y\n", " | \n", " | __hash__(...)\n", " | x.__hash__() <==> hash(x)\n", " | \n", " | __le__(...)\n", " | x.__le__(y) <==> x<=y\n", " | \n", " | __len__(...)\n", " | x.__len__() <==> len(x)\n", " | \n", " | __lt__(...)\n", " | x.__lt__(y) <==> x x%y\n", " | \n", " | __mul__(...)\n", " | x.__mul__(n) <==> x*n\n", " | \n", " | __ne__(...)\n", " | x.__ne__(y) <==> x!=y\n", " | \n", " | __repr__(...)\n", " | x.__repr__() <==> repr(x)\n", " | \n", " | __rmod__(...)\n", " | x.__rmod__(y) <==> y%x\n", " | \n", " | __rmul__(...)\n", " | x.__rmul__(n) <==> n*x\n", " | \n", " | __sizeof__(...)\n", " | S.__sizeof__() -> size of S in memory, in bytes\n", " | \n", " | __str__(...)\n", " | x.__str__() <==> str(x)\n", " | \n", " | capitalize(...)\n", " | S.capitalize() -> string\n", " | \n", " | Return a copy of the string S with only its first character\n", " | capitalized.\n", " | \n", " | center(...)\n", " | S.center(width[, fillchar]) -> string\n", " | \n", " | Return S centered in a string of length width. Padding is\n", " | done using the specified fill character (default is a space)\n", " | \n", " | count(...)\n", " | S.count(sub[, start[, end]]) -> int\n", " | \n", " | Return the number of non-overlapping occurrences of substring sub in\n", " | string S[start:end]. Optional arguments start and end are interpreted\n", " | as in slice notation.\n", " | \n", " | decode(...)\n", " | S.decode([encoding[,errors]]) -> object\n", " | \n", " | Decodes S using the codec registered for encoding. encoding defaults\n", " | to the default encoding. errors may be given to set a different error\n", " | handling scheme. Default is 'strict' meaning that encoding errors raise\n", " | a UnicodeDecodeError. Other possible values are 'ignore' and 'replace'\n", " | as well as any other name registered with codecs.register_error that is\n", " | able to handle UnicodeDecodeErrors.\n", " | \n", " | encode(...)\n", " | S.encode([encoding[,errors]]) -> object\n", " | \n", " | Encodes S using the codec registered for encoding. encoding defaults\n", " | to the default encoding. errors may be given to set a different error\n", " | handling scheme. Default is 'strict' meaning that encoding errors raise\n", " | a UnicodeEncodeError. Other possible values are 'ignore', 'replace' and\n", " | 'xmlcharrefreplace' as well as any other name registered with\n", " | codecs.register_error that is able to handle UnicodeEncodeErrors.\n", " | \n", " | endswith(...)\n", " | S.endswith(suffix[, start[, end]]) -> bool\n", " | \n", " | Return True if S ends with the specified suffix, False otherwise.\n", " | With optional start, test S beginning at that position.\n", " | With optional end, stop comparing S at that position.\n", " | suffix can also be a tuple of strings to try.\n", " | \n", " | expandtabs(...)\n", " | S.expandtabs([tabsize]) -> string\n", " | \n", " | Return a copy of S where all tab characters are expanded using spaces.\n", " | If tabsize is not given, a tab size of 8 characters is assumed.\n", " | \n", " | find(...)\n", " | S.find(sub [,start [,end]]) -> int\n", " | \n", " | Return the lowest index in S where substring sub is found,\n", " | such that sub is contained within S[start:end]. Optional\n", " | arguments start and end are interpreted as in slice notation.\n", " | \n", " | Return -1 on failure.\n", " | \n", " | format(...)\n", " | S.format(*args, **kwargs) -> string\n", " | \n", " | Return a formatted version of S, using substitutions from args and kwargs.\n", " | The substitutions are identified by braces ('{' and '}').\n", " | \n", " | index(...)\n", " | S.index(sub [,start [,end]]) -> int\n", " | \n", " | Like S.find() but raise ValueError when the substring is not found.\n", " | \n", " | isalnum(...)\n", " | S.isalnum() -> bool\n", " | \n", " | Return True if all characters in S are alphanumeric\n", " | and there is at least one character in S, False otherwise.\n", " | \n", " | isalpha(...)\n", " | S.isalpha() -> bool\n", " | \n", " | Return True if all characters in S are alphabetic\n", " | and there is at least one character in S, False otherwise.\n", " | \n", " | isdigit(...)\n", " | S.isdigit() -> bool\n", " | \n", " | Return True if all characters in S are digits\n", " | and there is at least one character in S, False otherwise.\n", " | \n", " | islower(...)\n", " | S.islower() -> bool\n", " | \n", " | Return True if all cased characters in S are lowercase and there is\n", " | at least one cased character in S, False otherwise.\n", " | \n", " | isspace(...)\n", " | S.isspace() -> bool\n", " | \n", " | Return True if all characters in S are whitespace\n", " | and there is at least one character in S, False otherwise.\n", " | \n", " | istitle(...)\n", " | S.istitle() -> bool\n", " | \n", " | Return True if S is a titlecased string and there is at least one\n", " | character in S, i.e. uppercase characters may only follow uncased\n", " | characters and lowercase characters only cased ones. Return False\n", " | otherwise.\n", " | \n", " | isupper(...)\n", " | S.isupper() -> bool\n", " | \n", " | Return True if all cased characters in S are uppercase and there is\n", " | at least one cased character in S, False otherwise.\n", " | \n", " | join(...)\n", " | S.join(iterable) -> string\n", " | \n", " | Return a string which is the concatenation of the strings in the\n", " | iterable. The separator between elements is S.\n", " | \n", " | ljust(...)\n", " | S.ljust(width[, fillchar]) -> string\n", " | \n", " | Return S left-justified in a string of length width. Padding is\n", " | done using the specified fill character (default is a space).\n", " | \n", " | lower(...)\n", " | S.lower() -> string\n", " | \n", " | Return a copy of the string S converted to lowercase.\n", " | \n", " | lstrip(...)\n", " | S.lstrip([chars]) -> string or unicode\n", " | \n", " | Return a copy of the string S with leading whitespace removed.\n", " | If chars is given and not None, remove characters in chars instead.\n", " | If chars is unicode, S will be converted to unicode before stripping\n", " | \n", " | partition(...)\n", " | S.partition(sep) -> (head, sep, tail)\n", " | \n", " | Search for the separator sep in S, and return the part before it,\n", " | the separator itself, and the part after it. If the separator is not\n", " | found, return S and two empty strings.\n", " | \n", " | replace(...)\n", " | S.replace(old, new[, count]) -> string\n", " | \n", " | Return a copy of string S with all occurrences of substring\n", " | old replaced by new. If the optional argument count is\n", " | given, only the first count occurrences are replaced.\n", " | \n", " | rfind(...)\n", " | S.rfind(sub [,start [,end]]) -> int\n", " | \n", " | Return the highest index in S where substring sub is found,\n", " | such that sub is contained within S[start:end]. Optional\n", " | arguments start and end are interpreted as in slice notation.\n", " | \n", " | Return -1 on failure.\n", " | \n", " | rindex(...)\n", " | S.rindex(sub [,start [,end]]) -> int\n", " | \n", " | Like S.rfind() but raise ValueError when the substring is not found.\n", " | \n", " | rjust(...)\n", " | S.rjust(width[, fillchar]) -> string\n", " | \n", " | Return S right-justified in a string of length width. Padding is\n", " | done using the specified fill character (default is a space)\n", " | \n", " | rpartition(...)\n", " | S.rpartition(sep) -> (head, sep, tail)\n", " | \n", " | Search for the separator sep in S, starting at the end of S, and return\n", " | the part before it, the separator itself, and the part after it. If the\n", " | separator is not found, return two empty strings and S.\n", " | \n", " | rsplit(...)\n", " | S.rsplit([sep [,maxsplit]]) -> list of strings\n", " | \n", " | Return a list of the words in the string S, using sep as the\n", " | delimiter string, starting at the end of the string and working\n", " | to the front. If maxsplit is given, at most maxsplit splits are\n", " | done. If sep is not specified or is None, any whitespace string\n", " | is a separator.\n", " | \n", " | rstrip(...)\n", " | S.rstrip([chars]) -> string or unicode\n", " | \n", " | Return a copy of the string S with trailing whitespace removed.\n", " | If chars is given and not None, remove characters in chars instead.\n", " | If chars is unicode, S will be converted to unicode before stripping\n", " | \n", " | split(...)\n", " | S.split([sep [,maxsplit]]) -> list of strings\n", " | \n", " | Return a list of the words in the string S, using sep as the\n", " | delimiter string. If maxsplit is given, at most maxsplit\n", " | splits are done. If sep is not specified or is None, any\n", " | whitespace string is a separator and empty strings are removed\n", " | from the result.\n", " | \n", " | splitlines(...)\n", " | S.splitlines(keepends=False) -> list of strings\n", " | \n", " | Return a list of the lines in S, breaking at line boundaries.\n", " | Line breaks are not included in the resulting list unless keepends\n", " | is given and true.\n", " | \n", " | startswith(...)\n", " | S.startswith(prefix[, start[, end]]) -> bool\n", " | \n", " | Return True if S starts with the specified prefix, False otherwise.\n", " | With optional start, test S beginning at that position.\n", " | With optional end, stop comparing S at that position.\n", " | prefix can also be a tuple of strings to try.\n", " | \n", " | strip(...)\n", " | S.strip([chars]) -> string or unicode\n", " | \n", " | Return a copy of the string S with leading and trailing\n", " | whitespace removed.\n", " | If chars is given and not None, remove characters in chars instead.\n", " | If chars is unicode, S will be converted to unicode before stripping\n", " | \n", " | swapcase(...)\n", " | S.swapcase() -> string\n", " | \n", " | Return a copy of the string S with uppercase characters\n", " | converted to lowercase and vice versa.\n", " | \n", " | title(...)\n", " | S.title() -> string\n", " | \n", " | Return a titlecased version of S, i.e. words start with uppercase\n", " | characters, all remaining cased characters have lowercase.\n", " | \n", " | translate(...)\n", " | S.translate(table [,deletechars]) -> string\n", " | \n", " | Return a copy of the string S, where all characters occurring\n", " | in the optional argument deletechars are removed, and the\n", " | remaining characters have been mapped through the given\n", " | translation table, which must be a string of length 256 or None.\n", " | If the table argument is None, no translation is applied and\n", " | the operation simply removes the characters in deletechars.\n", " | \n", " | upper(...)\n", " | S.upper() -> string\n", " | \n", " | Return a copy of the string S converted to uppercase.\n", " | \n", " | zfill(...)\n", " | S.zfill(width) -> string\n", " | \n", " | Pad a numeric string S with zeros on the left, to fill a field\n", " | of the specified width. The string S is never truncated.\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data and other attributes defined here:\n", " | \n", " | __new__ = \n", " | T.__new__(S, ...) -> a new object with type S, a subtype of T\n", "\n" ] } ], "source": [ "help(str)" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "['rstrip',\n", " 'split',\n", " 'splitlines',\n", " 'startswith',\n", " 'strip',\n", " 'swapcase',\n", " 'title',\n", " 'translate',\n", " 'upper',\n", " 'zfill']" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "x = ' Hello WorlD '\n", "dir(x)[-10:]" ] }, { "cell_type": "code", "execution_count": 111, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/plain": [ "' hello world '" ] }, "execution_count": 111, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# lower\n", "x.lower()" ] }, { "cell_type": "code", "execution_count": 112, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "' HELLO WORLD '" ] }, "execution_count": 112, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# upper\n", "x.upper()" ] }, { "cell_type": "code", "execution_count": 113, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "' Hello WorlD'" ] }, "execution_count": 113, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# rstrip\n", "x.rstrip()" ] }, { "cell_type": "code", "execution_count": 115, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "'Hello WorlD'" ] }, "execution_count": 115, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# strip\n", "x.strip()" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/plain": [ "' Hel WorlD '" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# replace\n", "x.replace('lo', '')" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "[' Hel', ' WorlD ']" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# split\n", "x.split('lo')" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "'a,b'" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# join\n", "','.join(['a', 'b'])" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# type\n", "当你想要了解变量类型时使用type" ] }, { "cell_type": "code", "execution_count": 100, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/plain": [ "str" ] }, "execution_count": 100, "metadata": {}, "output_type": "execute_result" } ], "source": [ "x = 'hello world'\n", "type(x)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Data Structure\n", "list, tuple, set, dictionary, array\n" ] }, { "cell_type": "code", "execution_count": 119, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[1, 2, 3, 3] (1, 2, 3, 3) set([1, 2, 3]) {'a': 1, 'c': 3, 'b': 2} [1 2 3 3]\n" ] } ], "source": [ "l = [1,2,3,3] # list\n", "t = (1, 2, 3, 3) # tuple\n", "s = set([1,2,3,3]) # set\n", "d = {'a':1,'b':2,'c':3} # dict\n", "a = np.array(l) # array\n", "print l, t, s, d, a\n" ] }, { "cell_type": "code", "execution_count": 182, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "[1, 2, 3, 3, 4]" ] }, "execution_count": 182, "metadata": {}, "output_type": "execute_result" } ], "source": [ "l = [1,2,3,3] # list\n", "l.append(4)\n", "l" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false, "slideshow": { "slide_type": "slide" } }, "outputs": [ { "data": { "text/plain": [ "['a', 'c', 'b']" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "d = {'a':1,'b':2,'c':3} # dict\n", "d.keys()" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "[1, 3, 2]" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "d = {'a':1,'b':2,'c':3} # dict\n", "d.values()" ] }, { "cell_type": "code", "execution_count": 185, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "2" ] }, "execution_count": 185, "metadata": {}, "output_type": "execute_result" } ], "source": [ "d = {'a':1,'b':2,'c':3} # dict\n", "d['b']" ] }, { "cell_type": "code", "execution_count": 187, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "[('a', 1), ('c', 3), ('b', 2)]" ] }, "execution_count": 187, "metadata": {}, "output_type": "execute_result" } ], "source": [ "d = {'a':1,'b':2,'c':3} # dict\n", "d.items()" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# 定义函数" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": true, "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "def devidePlus(m, n): # 结尾是冒号\n", " y = float(m)/n+ 1 # 注意:空格\n", " return y # 注意:return" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## For 循环" ] }, { "cell_type": "code", "execution_count": 188, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "[0, 1, 2, 3, 4, 5, 6, 7, 8, 9]" ] }, "execution_count": 188, "metadata": {}, "output_type": "execute_result" } ], "source": [ "range(10)" ] }, { "cell_type": "code", "execution_count": 189, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "[1, 2, 3, 4, 5, 6, 7, 8, 9]" ] }, "execution_count": 189, "metadata": {}, "output_type": "execute_result" } ], "source": [ "range(1, 10) " ] }, { "cell_type": "code", "execution_count": 123, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0 0 0\n", "1 10 1\n", "2 20 4\n", "3 30 9\n", "4 40 16\n", "5 50 25\n", "6 60 36\n", "7 70 49\n", "8 80 64\n", "9 90 81\n" ] } ], "source": [ "for i in range(10):\n", " print i, i*10, i**2" ] }, { "cell_type": "code", "execution_count": 122, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0\n", "10\n", "20\n", "30\n", "40\n", "50\n", "60\n", "70\n", "80\n", "90\n" ] } ], "source": [ "for i in range(10):\n", " print i*10" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1.0\n", "1.5\n", "2.0\n", "2.5\n", "3.0\n", "3.5\n", "4.0\n", "4.5\n", "5.0\n", "5.5\n" ] } ], "source": [ "for i in range(10):\n", " print devidePlus(i, 2)" ] }, { "cell_type": "code", "execution_count": 121, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/plain": [ "[1.0, 1.5, 2.0, 2.5, 3.0, 3.5, 4.0, 4.5, 5.0, 5.5]" ] }, "execution_count": 121, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# 列表内部的for循环\n", "r = [devidePlus(i, 2) for i in range(10)]\n", "r" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# map" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "[3.0, 4.0, 1.4]" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "map(devidePlus, [4,3,2], [2, 1, 5])\n", "# 注意: 将(4, 2)作为一个组合进行计算,将(3, 1)作为一个组合进行计算" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "[3, 7, 11, 15, 19]" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "map(lambda x, y: x + y, [1, 3, 5, 7, 9], [2, 4, 6, 8, 10])\n" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "[0, 4, 9, 13, 14]" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "map(lambda x, y, z: x + y - z, [1, 3, 5, 7, 9], [2, 4, 6, 8, 10], [3, 3, 2, 2, 5])\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# if elif else" ] }, { "cell_type": "code", "execution_count": 132, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "余数是1\n" ] } ], "source": [ "j = 3\n", "if j%2 == 1:\n", " print r'余数是1'\n", "elif j%2 ==2:\n", " print r'余数是2'\n", "else:\n", " print r'余数既不是1也不是2'" ] }, { "cell_type": "code", "execution_count": 131, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(5, 0, 10)\n" ] } ], "source": [ "x = 5\n", "if x < 5:\n", " y = -1\n", " z = 5\n", "elif x > 5:\n", " y = 1\n", " z = 11\n", "else:\n", " y = 0\n", " z = 10\n", "print(x, y, z)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# while循环" ] }, { "cell_type": "code", "execution_count": 129, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0\n", "1\n", "2\n", "3\n", "4\n", "5\n", "6\n", "7\n", "8\n", "9\n" ] } ], "source": [ "j = 0\n", "while j <10:\n", " print j\n", " j+=1 # avoid dead loop\n", " " ] }, { "cell_type": "code", "execution_count": 128, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1\n", "9\n", "25\n", "49\n", "81\n" ] } ], "source": [ "j = 0\n", "while j <10:\n", " if j%2 != 0: \n", " print j**2\n", " j+=1 # avoid dead loop\n", " " ] }, { "cell_type": "code", "execution_count": 127, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1\n", "9\n", "25\n", "49\n", "81\n", "121\n", "169\n", "225\n", "289\n", "361\n", "441\n", "529\n", "625\n", "729\n", "841\n" ] } ], "source": [ "j = 0\n", "while j <50:\n", " if j == 30:\n", " break\n", " if j%2 != 0: \n", " print j**2\n", " j+=1 # avoid dead loop\n", " " ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "4\n", "3\n", "2\n", "1\n" ] } ], "source": [ "a = 4\n", "while a:\n", " print a\n", " a -= 1\n", " if a < 0:\n", " a = None # []" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# try except " ] }, { "cell_type": "code", "execution_count": 130, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "3.0\n", "float division by zero\n", "1.8\n" ] } ], "source": [ "for i in [2, 0, 5]:\n", " try:\n", " print devidePlus(4, i)\n", " except Exception, e:\n", " print e\n", " pass" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "ExecuteTime": { "end_time": "2016-10-18T07:51:57.895744", "start_time": "2016-10-18T07:51:57.889075" }, "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "10\n", "10\n", "integer division or modulo by zero\n" ] } ], "source": [ "alist = [[1,1], [0, 0, 1]]\n", "for aa in alist:\n", " try:\n", " for a in aa:\n", " print 10 / a\n", " except Exception, e:\n", " print e\n", " pass" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "ExecuteTime": { "end_time": "2016-10-18T07:52:19.853518", "start_time": "2016-10-18T07:52:19.849076" }, "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "10\n", "10\n", "integer division or modulo by zero\n", "integer division or modulo by zero\n", "10\n" ] } ], "source": [ "alist = [[1,1], [0, 0, 1]]\n", "for aa in alist:\n", " for a in aa:\n", " try:\n", " print 10 / a\n", " except Exception, e:\n", " print e\n", " pass" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Write and Read data" ] }, { "cell_type": "code", "execution_count": 225, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/plain": [ "[[0, 0, 0],\n", " [1, 1, 1],\n", " [2, 4, 8],\n", " [3, 9, 27],\n", " [4, 16, 64],\n", " [5, 25, 125],\n", " [6, 36, 216],\n", " [7, 49, 343],\n", " [8, 64, 512],\n", " [9, 81, 729]]" ] }, "execution_count": 225, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data =[[i, i**2, i**3] for i in range(10)] \n", "data" ] }, { "cell_type": "code", "execution_count": 146, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0\t0\t0\n", "1\t1\t1\n", "2\t4\t8\n", "3\t9\t27\n", "4\t16\t64\n", "5\t25\t125\n", "6\t36\t216\n", "7\t49\t343\n", "8\t64\t512\n", "9\t81\t729\n" ] } ], "source": [ "for i in data:\n", " print '\\t'.join(map(str, i))" ] }, { "cell_type": "code", "execution_count": 228, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/plain": [ "list" ] }, "execution_count": 228, "metadata": {}, "output_type": "execute_result" } ], "source": [ "type(data)" ] }, { "cell_type": "code", "execution_count": 226, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "10" ] }, "execution_count": 226, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(data)" ] }, { "cell_type": "code", "execution_count": 227, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "[0, 0, 0]" ] }, "execution_count": 227, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data[0]" ] }, { "cell_type": "code", "execution_count": 160, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "# 保存数据\n", "data =[[i, i**2, i**3] for i in range(10000)] \n", "\n", "f = open(\"/Users/chengjun/github/cjc2016/data/data_write_to_file.txt\", \"wb\")\n", "for i in data:\n", " f.write('\\t'.join(map(str,i)) + '\\n')\n", "f.close()\n" ] }, { "cell_type": "code", "execution_count": 162, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/plain": [ "['0\\t0\\t0\\n', '1\\t1\\t1\\n', '2\\t4\\t8\\n', '3\\t9\\t27\\n', '4\\t16\\t64\\n']" ] }, "execution_count": 162, "metadata": {}, "output_type": "execute_result" } ], "source": [ "with open('/Users/chengjun/github/cjc2016/data/data_write_to_file.txt','r') as f:\n", " data = f.readlines()\n", "data[:5]" ] }, { "cell_type": "code", "execution_count": 176, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "459" ] }, "execution_count": 176, "metadata": {}, "output_type": "execute_result" } ], "source": [ "with open('/Users/chengjun/github/cjc2016/data/data_write_to_file.txt','r') as f:\n", " data = f.readlines(1000)\n", "len(data)" ] }, { "cell_type": "code", "execution_count": 177, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0\t0\t0\n", "\n" ] } ], "source": [ "with open('/Users/chengjun/github/cjc2016/data/data_write_to_file.txt','r') as f:\n", " print f.readline()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0 1\n", "1 2\n", "2 3\n", "3 4\n", "4 5\n" ] } ], "source": [ "f = [1, 2, 3, 4, 5]\n", "for k, i in enumerate(f):\n", " print k, i" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0\t0\t0\n", "\n", "1\t1\t1\n", "\n", "2\t4\t8\n", "\n", "3\t9\t27\n", "\n", "4\t16\t64\n", "\n", "5\t25\t125\n", "\n", "6\t36\t216\n", "\n", "7\t49\t343\n", "\n", "8\t64\t512\n", "\n", "9\t81\t729\n", "\n", "10\t100\t1000\n", "\n", "11\t121\t1331\n", "\n", "12\t144\t1728\n", "\n", "13\t169\t2197\n", "\n", "14\t196\t2744\n", "\n", "15\t225\t3375\n", "\n", "16\t256\t4096\n", "\n", "17\t289\t4913\n", "\n", "18\t324\t5832\n", "\n", "19\t361\t6859\n", "\n", "20\t400\t8000\n", "\n", "21\t441\t9261\n", "\n", "22\t484\t10648\n", "\n", "23\t529\t12167\n", "\n", "24\t576\t13824\n", "\n", "25\t625\t15625\n", "\n", "26\t676\t17576\n", "\n", "27\t729\t19683\n", "\n", "28\t784\t21952\n", "\n", "29\t841\t24389\n", "\n", "30\t900\t27000\n", "\n", "31\t961\t29791\n", "\n", "32\t1024\t32768\n", "\n", "33\t1089\t35937\n", "\n", "34\t1156\t39304\n", "\n", "35\t1225\t42875\n", "\n", "36\t1296\t46656\n", "\n", "37\t1369\t50653\n", "\n", "38\t1444\t54872\n", "\n", "39\t1521\t59319\n", "\n", "40\t1600\t64000\n", "\n", "41\t1681\t68921\n", "\n", "42\t1764\t74088\n", "\n", "43\t1849\t79507\n", "\n", "44\t1936\t85184\n", "\n", "45\t2025\t91125\n", "\n", "46\t2116\t97336\n", "\n", "47\t2209\t103823\n", "\n", "48\t2304\t110592\n", "\n", "49\t2401\t117649\n", "\n", "50\t2500\t125000\n", "\n", "51\t2601\t132651\n", "\n", "52\t2704\t140608\n", "\n", "53\t2809\t148877\n", "\n", "54\t2916\t157464\n", "\n", "55\t3025\t166375\n", "\n", "56\t3136\t175616\n", "\n", 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"9987\t99740169\t996105067803\n", "\n", "9988\t99760144\t996404318272\n", "\n", "9989\t99780121\t996703628669\n", "\n", "9990\t99800100\t997002999000\n", "\n", "9991\t99820081\t997302429271\n", "\n", "9992\t99840064\t997601919488\n", "\n", "9993\t99860049\t997901469657\n", "\n", "9994\t99880036\t998201079784\n", "\n", "9995\t99900025\t998500749875\n", "\n", "9996\t99920016\t998800479936\n", "\n", "9997\t99940009\t999100269973\n", "\n", "9998\t99960004\t999400119992\n", "\n", "9999\t99980001\t999700029999\n", "\n" ] } ], "source": [ "with open('/Users/chengjun/github/cjc2016/data/data_write_to_file.txt','r') as f:\n", " for i in f:\n", " print i" ] }, { "cell_type": "code", "execution_count": 181, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0\t0\t0\n", "\n", "2000\t4000000\t8000000000\n", "\n", "4000\t16000000\t64000000000\n", "\n", "6000\t36000000\t216000000000\n", "\n", "8000\t64000000\t512000000000\n", "\n" ] } ], "source": [ "with open('/Users/chengjun/github/cjc2016/data/data_write_to_file.txt','r') as f:\n", " for k, i in enumerate(f):\n", " if k%2000 ==0:\n", " print i" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/plain": [ "[[0, 0, 0]]" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data = []\n", "line = '0\\t0\\t0\\n'\n", "line = line.replace('\\n', '')\n", "line = line.split('\\t')\n", "line = [int(i) for i in line] # convert str to int\n", "data.append(line)\n", "data" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/plain": [ "['0\\t0\\t0\\n',\n", " '1\\t1\\t1\\n',\n", " '2\\t4\\t8\\n',\n", " '3\\t9\\t27\\n',\n", " '4\\t16\\t64\\n',\n", " '5\\t25\\t125\\n',\n", " 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line.replace('\\n', '').split('\\t')\n", " #line = [int(i) for i in line]\n", " data.append(line)\n", "data" ] }, { "cell_type": "code", "execution_count": 153, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/plain": [ "[[0, 0, 0],\n", " [1, 1, 1],\n", " [2, 4, 8],\n", " [3, 9, 27],\n", " [4, 16, 64],\n", " [5, 25, 125],\n", " [6, 36, 216],\n", " [7, 49, 343],\n", " [8, 64, 512],\n", " [9, 81, 729]]" ] }, "execution_count": 153, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# 读取数据\n", "data = []\n", "with open('/Users/chengjun/github/cjc2016/data/data_write_to_file.txt','r') as f:\n", " for line in f:\n", " line = line.replace('\\n', '').split('\\t')\n", " line = [int(i) for i in line]\n", " data.append(line)\n", "data\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# 保存中间步骤产生的字典数据" ] }, { "cell_type": "code", "execution_count": 66, "metadata": { "collapsed": true, "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "import json\n", "data_dict = {'a':1, 'b':2, 'c':3}\n", "with open('/Users/chengjun/github/cjc2016/save_dict.json', 'w') as f:\n", " json.dump(data_dict, f)" ] }, { "cell_type": "code", "execution_count": 67, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "{u'a': 1, u'b': 2, u'c': 3}" ] }, "execution_count": 67, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dd = json.load(open(\"/Users/chengjun/github/cjc2016/save_dict.json\"))\n", "dd" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "## 重新读入json" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# 保存中间步骤产生的列表数据" ] }, { "cell_type": "code", "execution_count": 68, "metadata": { "collapsed": true, "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "data_list = range(10)\n", "with open('/Users/chengjun/github/cjc2016/save_list.json', 'w') as f:\n", " json.dump(data_list, f)" ] }, { "cell_type": "code", "execution_count": 69, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "[0, 1, 2, 3, 4, 5, 6, 7, 8, 9]" ] }, "execution_count": 69, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dl = json.load(open(\"/Users/chengjun/github/cjc2016/save_list.json\"))\n", "dl" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# use dill to save data" ] }, { "cell_type": "code", "execution_count": 85, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "import dill # pip insstall dill \n", "# http://trac.mystic.cacr.caltech.edu/project/pathos/wiki/dill\n", "def myFunction(num):\n", " return num,num\n", "\n", "with open('/Users/chengjun/github/cjc2016/data.pkl', 'wb') as f:\n", " dill.dump(myFunction, f)" ] }, { "cell_type": "code", "execution_count": 86, "metadata": { "collapsed": false, "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "('hello', 'hello')" ] }, "execution_count": 86, "metadata": {}, "output_type": "execute_result" } ], "source": [ "with open('/Users/chengjun/github/cjc2016/data.pkl', 'r') as f:\n", " newFunction = dill.load(f)#, strictio=strictio))\n", "newFunction('hello')" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "http://stackoverflow.com/questions/35603979/pickling-defaultdict-with-lambda" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# 使用matplotlib绘图" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "\n", "import matplotlib.pyplot as plt\n", "x = range(1, 100)\n", "y = [i**-3 for i in x]\n", "plt.plot(x, y, 'b-s')\n", "plt.ylabel('$p(k)$', fontsize = 20)\n", "plt.xlabel('$k$', fontsize = 20)\n", "plt.xscale('log')\n", "plt.yscale('log')\n", "plt.title('Degree Distribution')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "# red dashes, blue squares and green triangles\n", "t = np.arange(0., 5., 0.2)\n", "plt.plot(t, t, 'r--')\n", "plt.plot(t, t**2, 'bs')\n", "plt.plot(t, t**3, 'g^')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 63, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "image/png": 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IRZKKyIeKFSsCUKZMmRy/S0xMxMPDg169emXObrdm7ty5NomlePHipKenU7t2bby9vTPL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\nYX0kV0yMGRE5lZMnjQUDrGn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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# red dashes, blue squares and green triangles\n", "t = np.arange(0., 5., 0.2)\n", "plt.plot(t, t**2, 'b-s', label = '1')\n", "plt.plot(t, t**2.5, 'r-o', label = '2')\n", "plt.plot(t, t**3, 'g-^', label = '3')\n", "plt.annotate(r'$\\alpha = 3$', xy=(3.5, 40), xytext=(2, 80),\n", " arrowprops=dict(facecolor='black', shrink=0.05),\n", " fontsize = 20)\n", "plt.ylabel('$f(t)$', fontsize = 20)\n", "plt.xlabel('$t$', fontsize = 20)\n", "plt.legend(loc=2,numpoints=1,fontsize=10)\n", "plt.show()\n", "# plt.savefig('/Users/chengjun/GitHub/cjc2016/figure/save_figure.png',\n", "# dpi = 300, bbox_inches=\"tight\",transparent = True)\n" ] }, { "cell_type": "code", "execution_count": 55, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "image/png": 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5SfzlZ87dZzZv3oyq0qVLl6jnFBcXM3Xq1KjHb775ZlavXh3XF+CRRx7hggsu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\nbhiGkYGYczcMw8hAzLkbhmFkIP8fn3EBom23mlsAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(1)\n", "plt.subplot(221)\n", "plt.plot(t, t, 'r--')\n", "plt.text(2, 0.8*np.max(t), r'$\\alpha = 1$', fontsize = 20)\n", "plt.subplot(222)\n", "plt.plot(t, t**2, 'bs')\n", "plt.text(2, 0.8*np.max(t**2), r'$\\alpha = 2$', fontsize = 20)\n", "plt.subplot(223)\n", "plt.plot(t, t**3, 'g^')\n", "plt.text(2, 0.8*np.max(t**3), r'$\\alpha = 3$', fontsize = 20)\n", "plt.subplot(224)\n", "plt.plot(t, t**4, 'r-o')\n", "plt.text(2, 0.8*np.max(t**4), r'$\\alpha = 4$', fontsize = 20)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": true, "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "def f(t):\n", " return np.exp(-t) * np.cos(2*np.pi*t)\n", "\n", "t1 = np.arange(0.0, 5.0, 0.1)\n", "t2 = np.arange(0.0, 5.0, 0.02)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "image/png": 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QwocKP+uAARnF3jG4/b0oi4Iuy91OaZ/XzQuF0xer0uRzU+F3BCYUev1w0VU+8DJwbaHX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\n2LPH5PWYPj12HYuxwpEjULO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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(1)\n", "plt.subplot(211)\n", "plt.plot(t1, f(t1), 'bo')\n", "plt.plot(t2, f(t2), 'k')\n", "\n", "plt.subplot(212)\n", "plt.plot(t2, np.cos(2*np.pi*t2), 'r--')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "image/png": 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Kbnk5ObzYvTtZR4+WrxwR5BxU2NZBVfc+2DBh0qguqQHgwLEDHDh2wPX15555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\nBaVFXVPnpXJe9/NivtNttMRqh9R47S9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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.gridspec as gridspec\n", "t = np.arange(0., 5., 0.2)\n", "\n", "gs = gridspec.GridSpec(3, 3)\n", "ax1 = plt.subplot(gs[0, :])\n", "plt.plot(t, t**2, 'b-s')\n", "ax2 = plt.subplot(gs[1,:-1])\n", "plt.plot(t, t**2, 'g-s')\n", "ax3 = plt.subplot(gs[1:, -1])\n", "plt.plot(t, t**2, 'r-o')\n", "ax4 = plt.subplot(gs[-1,0])\n", "plt.plot(t, t**2, 'g-^')\n", "ax5 = plt.subplot(gs[-1,-2])\n", "plt.plot(t, t**2, 'b-<')\n", "plt.tight_layout()\n" ] }, { "cell_type": "code", "execution_count": 221, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "\n", "def OLSRegressPlot(x,y,col,xlab,ylab):\n", " xx = sm.add_constant(x, prepend=True)\n", " res = sm.OLS(y,xx).fit()\n", " constant, beta = res.params\n", " r2 = res.rsquared\n", " lab = r'$\\beta = %.2f, \\,R^2 = %.2f$' %(beta,r2)\n", " plt.scatter(x,y,s=60,facecolors='none', edgecolors=col)\n", " plt.plot(x,constant + x*beta,\"red\",label=lab)\n", " plt.legend(loc = 'upper left',fontsize=16)\n", " plt.xlabel(xlab,fontsize=26)\n", " plt.ylabel(ylab,fontsize=26)\n", "\n", " " ] }, { "cell_type": "code", "execution_count": 222, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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SV4/drrLniIm5y5OYeHcgPdt5urqJzvn5QVpa/uOHDkGbNuXfHiFEiZQkt8jM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\naqNYwS4sLIzx48cDMGvWLPb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x37Ep/4VvvhnWrSudF1pEF+MsvLk4keR0G83ruxOdYCXZ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\nms4bBd/8uVh3RIcooY+fgIGnDnd+c+ZM4Ouve6N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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "x = np.random.randn(50)\n", "y = np.random.randn(50) + 3*x\n", "pearsonr(x, y)\n", "fig = plt.figure(figsize=(10, 4),facecolor='white')\n", "OLSRegressPlot(x,y,'RoyalBlue',r'$x$',r'$y$')\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 206, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "image/png": 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qFI8//jjV1XKWv7Byly9DSgrY2MDUqWqnsViZwR7oNBrYuRMuXlQ7juggdqYW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\nvn37mly3jkHGLxNCCNFKJouara0tsbG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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(7, 4),facecolor='white')\n", "data = norm.rvs(10.0, 2.5, size=5000)\n", "mu, std = norm.fit(data)\n", "plt.hist(data, bins=25, normed=True, alpha=0.6, color='g')\n", "xmin, xmax = plt.xlim()\n", "x = np.linspace(xmin, xmax, 100)\n", "p = norm.pdf(x, mu, std)\n", "plt.plot(x, p, 'r', linewidth=2)\n", "title = r\"$\\mu = %.2f, \\, \\sigma = %.2f$\" % (mu, std)\n", "plt.title(title,size=16)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 223, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "from matplotlib.dates import WeekdayLocator, DayLocator, MONDAY, DateFormatter\n", "from matplotlib.finance import quotes_historical_yahoo_ochl, candlestick_ochl\n", "\n", "date1 = (2014, 2, 1)\n", "date2 = (2014, 5, 1)\n", "quotes = quotes_historical_yahoo_ochl('INTC', date1, date2)\n", "\n" ] }, { "cell_type": "code", "execution_count": 224, "metadata": { "collapsed": false, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "image/png": 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Xtey2Cri5wykCm2VKkvrAug3rpk1OvfW2rWzYuGHXspNTS5K6Yd6Dk0TEKLAW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\nEbEmIi6JiKsj4qqIeG21/nc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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(15, 5))\n", "ax = fig.add_subplot(1,1,1)\n", "candlestick_ochl(ax, quotes, width=0.8, colorup='green', colordown='r', alpha=0.8)\n", "mondays = WeekdayLocator(MONDAY) # major ticks on the mondays\n", "alldays = DayLocator() # minor ticks on the days\n", "weekFormatter = DateFormatter('%b %d') # e.g., Jan 12\n", "ax.xaxis.set_major_locator(mondays)\n", "ax.xaxis.set_minor_locator(alldays)\n", "ax.xaxis.set_major_formatter(weekFormatter)\n", "ax.autoscale_view()\n", "plt.setp( plt.gca().get_xticklabels(), rotation=45, horizontalalignment='right')\n", "plt.title(r'$Intel \\,Corporation \\,Stock \\,Price$',size=16)\n", "fig.subplots_adjust(bottom=0.2)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# This is the end.\n", "> Thank you for your attention." ] } ], "metadata": { "celltoolbar": "Slideshow", "kernelspec": { "display_name": "Python 2", "language": "python", "name": "python2" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.12" }, "latex_envs": { "bibliofile": "biblio.bib", "cite_by": "apalike", "current_citInitial": 1, "eqLabelWithNumbers": true, "eqNumInitial": 0 }, "toc": { "toc_cell": false, "toc_number_sections": true, "toc_threshold": 6, "toc_window_display": true } }, "nbformat": 4, "nbformat_minor": 0 }