装饰器-- @ 重命名原函数,返回函数对象

是一个函数,至少两层
执行函数,被装饰的函数作为参数
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1、装饰器是一个函数,至少2层
2、
    执行auth函数,被装饰的函数作为参数auth(foo)
    auth函数的返回值,赋值给被装饰的函数的函数名
   @auth
   def foo():
     pass
    
3、动态参数,可以装饰含有n个参数的函数
4、函数返回值
5、多装饰器 --> 盒子模型
6、至少3层,3层的如何使用?
    @w1
        1、执行w1函数
        2、将w1函数的返回值赋值给被装饰的函数的函数名
    @w2(arg)
        1、执行w2函数,得到返回值,ret
        2、创建装饰器,@ + ret结合;@ret
        3、。。。
            1、执行ret函数
            2、将ret函数的返回值赋值给被装饰的函数的函数名

装饰器不带参数执行步骤

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" 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装饰器带参数执行步骤

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" 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递归

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" 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" alt="" />

模块

用一砣代码实现了某个功能的代码集合。

类似于函数式编程和面向过程编程,函数式编程则完成一个功能,其他代码用来调用即可,提供了代码的重用性和代码间的耦合。而对于一个复杂的功能来,可能需要多个函数才能完成(函数又可以在不同的.py文件中),n个 .py 文件组成的代码集合就称为模块。

如:os 是系统相关的模块;file是文件操作相关的模块

模块分为三种:

  1. 自定义模块
  2. 内置模块
  3. 开源模块

1、定义模块

情景一:

  

情景二:

  

情景三:

  

]2、导入模块

Python之所以应用越来越广泛,在一定程度上也依赖于其为程序员提供了大量的模块以供使用,如果想要使用模块,则需要导入。导入模块有一下几种方法:

  1. import module
  2. from module.xx.xx import xx
  3. from module.xx.xx import xx as rename
  4. from module.xx.xx import *

导入模块其实就是告诉Python解释器去解释那个py文件

导入一个py文件,解释器解释该py文件
    导入一个包,解释器解释该包下的 __init__.py 文件

那么问题来了,导入模块时是根据那个路径作为基准来进行的呢?即:sys.path

import sys
print sys.path

结果:

['/Users/wupeiqi/PycharmProjects/calculator/p1/pp1', '/usr/local/lib/python2.7/site-packages/setuptools-15.2-py2.7.egg', '/usr/local/lib/python2.7/site-packages/distribute-0.6.28-py2.7.egg', '/usr/local/lib/python2.7/site-packages/MySQL_python-1.2.4b4-py2.7-macosx-10.10-x86_64.egg', '/usr/local/lib/python2.7/site-packages/xlutils-1.7.1-py2.7.egg', '/usr/local/lib/python2.7/site-packages/xlwt-1.0.0-py2.7.egg', '/usr/local/lib/python2.7/site-packages/xlrd-0.9.3-py2.7.egg', '/usr/local/lib/python2.7/site-packages/tornado-4.1-py2.7-macosx-10.10-x86_64.egg', '/usr/local/lib/python2.7/site-packages/backports.ssl_match_hostname-3.4.0.2-py2.7.egg', '/usr/local/lib/python2.7/site-packages/certifi-2015.4.28-py2.7.egg', '/usr/local/lib/python2.7/site-packages/pyOpenSSL-0.15.1-py2.7.egg', '/usr/local/lib/python2.7/site-packages/six-1.9.0-py2.7.egg', '/usr/local/lib/python2.7/site-packages/cryptography-0.9.1-py2.7-macosx-10.10-x86_64.egg', '/usr/local/lib/python2.7/site-packages/cffi-1.1.1-py2.7-macosx-10.10-x86_64.egg', '/usr/local/lib/python2.7/site-packages/ipaddress-1.0.7-py2.7.egg', '/usr/local/lib/python2.7/site-packages/enum34-1.0.4-py2.7.egg', '/usr/local/lib/python2.7/site-packages/pyasn1-0.1.7-py2.7.egg', '/usr/local/lib/python2.7/site-packages/idna-2.0-py2.7.egg', '/usr/local/lib/python2.7/site-packages/pycparser-2.13-py2.7.egg', '/usr/local/lib/python2.7/site-packages/Django-1.7.8-py2.7.egg', '/usr/local/lib/python2.7/site-packages/paramiko-1.10.1-py2.7.egg', '/usr/local/lib/python2.7/site-packages/gevent-1.0.2-py2.7-macosx-10.10-x86_64.egg', '/usr/local/lib/python2.7/site-packages/greenlet-0.4.7-py2.7-macosx-10.10-x86_64.egg', '/Users/wupeiqi/PycharmProjects/calculator', '/usr/local/Cellar/python/2.7.9/Frameworks/Python.framework/Versions/2.7/lib/python27.zip', '/usr/local/Cellar/python/2.7.9/Frameworks/Python.framework/Versions/2.7/lib/python2.7', '/usr/local/Cellar/python/2.7.9/Frameworks/Python.framework/Versions/2.7/lib/python2.7/plat-darwin', '/usr/local/Cellar/python/2.7.9/Frameworks/Python.framework/Versions/2.7/lib/python2.7/plat-mac', '/usr/local/Cellar/python/2.7.9/Frameworks/Python.framework/Versions/2.7/lib/python2.7/plat-mac/lib-scriptpackages', '/usr/local/Cellar/python/2.7.9/Frameworks/Python.framework/Versions/2.7/lib/python2.7/lib-tk', '/usr/local/Cellar/python/2.7.9/Frameworks/Python.framework/Versions/2.7/lib/python2.7/lib-old', '/usr/local/Cellar/python/2.7.9/Frameworks/Python.framework/Versions/2.7/lib/python2.7/lib-dynload', '/usr/local/lib/python2.7/site-packages', '/Library/Python/2.7/site-packages']

如果sys.path路径列表没有你想要的路径,可以通过 sys.path.append('路径') 添加。
通过os模块可以获取各种目录,例如:

import sys
import os

pre_path = os.path.abspath('../')
sys.path.append(pre_path)

内置模块

一、os

用于提供系统级别的操作

os.getcwd() 获取当前工作目录,即当前python脚本工作的目录路径
os.chdir("dirname") 改变当前脚本工作目录;相当于shell下cd
os.curdir 返回当前目录: ('.')
os.pardir 获取当前目录的父目录字符串名:('..')
os.makedirs('dirname1/dirname2') 可生成多层递归目录
os.removedirs('dirname1') 若目录为空,则删除,并递归到上一级目录,如若也为空,则删除,依此类推
os.mkdir('dirname') 生成单级目录;相当于shell中mkdir dirname
os.rmdir('dirname') 删除单级空目录,若目录不为空则无法删除,报错;相当于shell中rmdir dirname
os.listdir('dirname') 列出指定目录下的所有文件和子目录,包括隐藏文件,并以列表方式打印
os.remove() 删除一个文件
os.rename("oldname","newname") 重命名文件/目录
os.stat('path/filename') 获取文件/目录信息
os.sep 输出操作系统特定的路径分隔符,win下为"\\",Linux下为"/"
os.linesep 输出当前平台使用的行终止符,win下为"\t\n",Linux下为"\n"
os.pathsep 输出用于分割文件路径的字符串
os.name 输出字符串指示当前使用平台。win->'nt'; Linux->'posix'
os.system("bash command") 运行shell命令,直接显示
os.environ 获取系统环境变量
os.path.abspath(path) 返回path规范化的绝对路径
os.path.split(path) 将path分割成目录和文件名二元组返回
os.path.dirname(path) 返回path的目录。其实就是os.path.split(path)的第一个元素
os.path.basename(path) 返回path最后的文件名。如何path以/或\结尾,那么就会返回空值。即os.path.split(path)的第二个元素
os.path.exists(path) 如果path存在,返回True;如果path不存在,返回False
os.path.isabs(path) 如果path是绝对路径,返回True
os.path.isfile(path) 如果path是一个存在的文件,返回True。否则返回False
os.path.isdir(path) 如果path是一个存在的目录,则返回True。否则返回False
os.path.join(path1[, path2[, ...]]) 将多个路径组合后返回,第一个绝对路径之前的参数将被忽略
os.path.getatime(path) 返回path所指向的文件或者目录的最后存取时间
os.path.getmtime(path) 返回path所指向的文件或者目录的最后修改时间

二、sys

用于提供对解释器相关的操作

复制代码

sys.argv           命令行参数List,第一个元素是程序本身路径
sys.exit(n) 退出程序,正常退出时exit(0)
sys.version 获取Python解释程序的版本信息
sys.maxint 最大的Int值
sys.path 返回模块的搜索路径,初始化时使用PYTHONPATH环境变量的值
sys.platform 返回操作系统平台名称
sys.stdout.write('please:')
val = sys.stdin.readline()[:-1]

三、hashlib 

用于加密相关的操作,代替了md5模块和sha模块,主要提供 SHA1, SHA224, SHA256, SHA384, SHA512 ,MD5 算法

  1. import hashlib
  2. # ######## md5 ########
  3. hash = hashlib.md5()
  4. hash.update('admin')
  5. print hash.hexdigest()
  6. # ######## sha1 ########
  7. hash = hashlib.sha1()
  8. hash.update('admin')
  9. print hash.hexdigest()
  10. # ######## sha256 ########
  11. hash = hashlib.sha256()
  12. hash.update('admin')
  13. print hash.hexdigest()
  14. # ######## sha384 ########
  15. hash = hashlib.sha384()
  16. hash.update('admin')
  17. print hash.hexdigest()
  18. # ######## sha512 ########
  19. hash = hashlib.sha512()
  20. hash.update('admin')
  21. print hash.hexdigest()

四、json 和 pickle 

用于序列化的两个模块

  • json,用于字符串 和 python数据类型间进行转换
  • pickle,用于python特有的类型 和 python的数据类型间进行转换

Json模块提供了四个功能:dumps、dump、loads、load

pickle模块提供了四个功能:dumps、dump、loads、load

五、执行系统命令 

可以执行shell命令的相关模块和函数有:

  • os.system
  • os.spawn*
  • os.popen*          --废弃
  • popen2.*           --废弃
  • commands.*      --废弃,3.x中被移除

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