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进阶
使用正则表达式:
re.findall(规则名,匹配字符串名) :规则匹配参数
re.compile() :把正则表达式编译成对象,匹配的速度要比规则块很多
>>> import re
>>>
>>> c1 = r"\d{3,4}-?\d{8}$" #定义一个正则c1为前面最少三位数最多四位数-?后面八位数结尾的座机号码,?前面的-可有可无的规则。
>>>
>>> c1
'\\d{3,4}-?\\d{8}$'
>>> re.findall(c1,'0577-88667755')
['0577-88667755']
>>> re.findall(c1,'0577-886677559')
[]
>>> re.findall(c1,'0577-8866775')
[]
>>> re.findall(c1,'05-8866775')
[]
>>> re.findall(c1,'057-88667755')
['057-88667755']
>>>
##############################################
>>> caoya_tel=re.compile(c1) #将正则c1,编译为对象caoya_tel(tel:常指电话号码)
>>>
>>> caoya_tel
<_sre.SRE_Pattern object at 0x7f5c617b52e8>
>>> caoya_tel.findall('0377-12345678') #编译过后更快捷的来匹配规则。
['0377-12345678']
>>> caoya_tel.findall('037712345678')
['037712345678']
>>> caoya_tel.findall('03771234567')
['03771234567']
>>> caoya_tel.findall('0377-1234567')
[]
>>> caoya_tel.findall('03-1234567')
[]
>>>
###############################################
(re.I : 在匹配中不区分大小写的参数)
>>> caoya_name = re.compile(r"caoya",re.I) #在后面加上re.I 表示匹配的时候不区分大小写。
>>>
>>> caoya_name.findall('CAOYA')
['CAOYA']
>>> caoya_name.findall('CAOya')
['CAOya']
>>> caoya_name.findall('caoya')
['caoya']
>>>
re模块提供了一个正则表达式引擎的接口,可以将REstring(字符串)编译成对象并用它们来进行匹配
re 所定义的 flag 包括:
re.I 忽略大小写
re.L 表示特殊字符集 \w, \W, \b, \B, \s, \S 依赖于当前环境
re.M 多行模式
re.S 即为’ . ’并且包括换行符在内的任意字符(’ . ’不包括换行符)
re.U 表示特殊字符集 \w, \W, \b, \B, \d, \D, \s, \S 依赖于 Unicode 字符属性数据库
re.X 为了增加可读性,忽略空格和’ # ’后面的注释
\: 反斜杠的麻烦。 在定义规则字符串前面加“r”,反斜杠就不会被任何特殊方式处理。section(塞克什):部分
>>> caoya_name = "\asdfg"
>>>
>>> caoya_name
'\x07sdfg'
>>> re.findall(caoya_name,"asdfg")
[]
>>> re.findall(caoya_name,"\asdfg")
['\x07sdfg']
>>> cao = "\\asd"
>>>
>>> cao
'\\asd'
>>> re.findall(cao,"asd")
[]
>>> re.findall(cao,"\asd")
['\x07sd']
>>> re.findall(cao,"\\asd")
[]
>>> cao = "\\\\asd"
>>> cao
'\\\\asd'
>>> re.findall(cao,"\\asd")
['\\asd']
>>> re.findall(cao,"\\\asd")
[]
>>> re.findall(cao,"\\\\asd")
['\\asd']
>>> re.findall(cao,"\\\\as")
[]
>>> cao = r"\\\\asd"
>>> re.findall(cao,"\\\\asd")
['\\\\asd']
>>>
####################################
执行匹配:正则编译的对象,快捷用法。
“RegexObject”实例有一些方法和属性,完整的列表可查阅 Python Library Reference
方法/属性 和作用:
match() : 决定RE正则是否在字符串刚开始的位置
>>> import re
>>>
>>> caoya_re = re.compile(r'caoya',re.I)
>>>
#match() :马驰 参数,只匹配开头是caoya的字符串集,如果匹配就会返回对应的对象, object 对象的意思。 0x7f91947cc5e0 为对象值
>>> caoya_re.match('caoya hello')
<_sre.SRE_Match object at 0x7f91947cc5e0>
>>> caoya_re.match('hello') #不匹配或者字符串开头的位置不对,则返回空白
>>> caoya_re.match('hello caoya')
>>> caoya_re.match('caoya')
<_sre.SRE_Match object at 0x7f91947cc648>
>>>
search() : 扫描字符串,找到这个RE匹配的位置
>>> caoya_re = re.compile(r'caoya',re.I) #re.I 不分大小写。
>>>
#search 瑟驰 参数,匹配只要存在正则的规则的字符串不管它在任何位置,都可以,匹配,然后返回正则的对象, (‘object’:啊不捷克特 ,对象的意思)
>>> caoya_re.search('caoya')
<_sre.SRE_Match object at 0x7f91947cc5e0>
>>> caoya_re.search('nihao caoya')
<_sre.SRE_Match object at 0x7f91947cc648>
>>> caoya_re.search('nihao caoya hello')
<_sre.SRE_Match object at 0x7f91947cc5e0>
>>> caoya_re.search('nihao hello')
>>>
findall() : 找到RE匹配的所有子串,并把它们作为一个列表返回
#不多说前面用了很多。
>>> caoya_re = r'caoya'
>>>
>>> re.findall(caoya_re,'caoya')
['caoya']
>>> re.findall(caoya_re,'cao')
[]
>>> re.findall(caoya_re,'caoya caoya')
['caoya', 'caoya']
>>>
finditer() : 找到RE匹配的所有子串,并把它们做为一个迭代器返回
>>> caoya_name = re.compile('caoya',re.I)
>>>
#finditer() 参数把字符串变为迭代器对象返回。
iterator: #A特外忑儿 , 迭代器
>>> caoya_name.finditer('caoya beby')
<callable-iterator object at 0x7fb6b4e9bf50>
>>> x = caoya_name.finditer('caoya beby')
>>> x
<callable-iterator object at 0x7fb6b4e9bed0>
>>>
#next() 参数将迭代器对象转换为 'MatchObject' 马驰对象
>>> x.next()
<_sre.SRE_Match object at 0x7fb6b4e8a648>
#如果没有匹配到的话,match()和search()将返回None(空)。
如果成功的话,就会返回一个 'MatchObject' 对象 实例。
match object 实例方法: 以下参数在'matchobject'马驰对象 下使用。
group() 古哦普 : 将'MatchObject' 对象
<_sre.SRE_Match object at 0x7fb6b4e8a5e0>返回为字符串'caoya'
>>> caoya_name = re.compile('caoya',re.I)
>>>
>>> caoya_name.match('caoya')
<_sre.SRE_Match object at 0x7fb6b4e8a5e0>
>>>
>>> x = caoya_name.match('caoya') #要定义一个变量等于match 对象。
>>>
>>> x
<_sre.SRE_Match object at 0x7fb6b4e8a648>
>>> x.group() #把match对象的源字符串返回
'caoya'
start() :返回匹配开始的位置。
end() :返回匹配结束的位置。
span() :返回一个元祖包含匹配(开始,结束)的位置。
>>> x = caoya_name.match('caoya beby')
>>>
>>> x.start()
0
>>> x.end()
5
>>> x.span()
(0, 5)
>>>
print(re.search('www', 'www.runoob.com').span()) # 在起始位置匹配(0,3)
print(re.search('com', 'www.runoob.com').span()) # 不在起始位置匹配 (11, 14)
#实际程序中,最常见的做法是将'matchobject'马驰对象,保存在一个变量里,然后检查它是否为None.
通常我们用'matchobject'马驰对象,是用来判断有这个值或无这个值。
![image.png](data:image/png;base64,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)
root@kali:~/xuexi/zhengze# python 2.py
No match!!
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)
root@kali:~/xuexi/zhengze# python 2.py
有这个值: caoya
![image.png](data:image/png;base64,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)
root@kali:~/xuexi/zhengze# python 3.py
('caoruiqi.group()', 'Ni shi yi tou zhu')
('caoruiqi.group(1)', 'Ni')
('caoruiqi.group(2)', 'yi')
('caoruiqi.group(3)', 'tou')
####################################
模块级函数:
RE 模块也提供了顶级函数调用如:
match() , search() , findall() , sub() , subn() , split() 等
sub() : re模块内的替换函数。
>>> import re
>>>
>>> caoya = r'h..lo*' #正则开头为h,第四位,五位,lo, *代表o可以无限次重复。 .. 代表两位除了换行符的字符。
>>>
#re.sub(正则,"要替换的值",'与规则匹配的值')
>>> re.sub(caoya,'nishizhu','hello helloo haalo hhhhh hhhhhh')
'nishizhu nishizhu nishizhu hhhhh hhhhhh'
>>> re.sub(caoya,'nishizhu','hello helloo haaloooo hhhhh hhhhhh')
'nishizhu nishizhu nishizhu hhhhh hhhhhh'
subn() : 记录sub() 替换了几次。
>>> re.subn(caoya,'nishizhu','hello helloo haaloooo hhhhh hhhhhh')
('nishizhu nishizhu nishizhu hhhhh hhhhhh', 3)
>>> re.subn(caoya,'nishizhu','hello helloo hhhhh hhhhhh')
('nishizhu nishizhu hhhhh hhhhhh', 2)
>>>
变量名.split() :切割函数,不运用RE模块,切割只能只对一种。
re.split() : RE模块切割函数,可以切割多次,自定义切割
变量名.split()
>>> ip = '192.168.0.103'
>>>
>>> ip.split('.') #以. 开始切割。
['192', '168', '0', '103']
>>> ip = '192-168-0-103'
>>> ip.split('-') #以- 开始切割。
['192', '168', '0', '103']
>>> ip = '192+168-0-103'
>>>
>>> ip.split('+','-')
Traceback (most recent call last):
File "<stdin>", line 1, in <module>
TypeError: an integer is required
>>>
re.split()
>>> cc = "1234+2345-3456*10/'abc'"
>>>
#依次以+ - * / 分割 变量cc, 这里因为+和* 是RE模块的元字符,所以我们用到了\ 反斜杠,让他们只作为单纯的符号呈现。
>>> re.split(r'[\+\-\*\/]',cc)
['1234', '2345', '3456', '10', "'abc'"]
>>>
>>> re.split(r'[\+\-\*]',cc)
['1234', '2345', '3456', "10/'abc'"]
>>>
##########################################
总结:
dir(re) # 显示出RE模块的所有内置属性。
>>> dir(re)
['DEBUG', 'DOTALL', 'I', 'IGNORECASE', 'L', 'LOCALE', 'M', 'MULTILINE', 'S', 'Scanner', 'T', 'TEMPLATE', 'U', 'UNICODE', 'VERBOSE', 'X', '_MAXCACHE', '__all__', '__builtins__', '__doc__', '__file__', '__name__', '__package__', '__version__', '_alphanum', '_cache', '_cache_repl', '_compile', '_compile_repl', '_expand', '_locale', '_pattern_type', '_pickle', '_subx', 'compile', 'copy_reg', 'error', 'escape', 'findall', 'finditer', 'match', 'purge', 'search', 'split', 'sre_compile', 'sre_parse', 'sub', 'subn', 'sys', 'template']
>>>
help(re) #查看re 模块帮助手册。
>>> help(re)
...............................................................................................................
help(re.match) #查看RE 下的参数使用方法,多用 help()
Help on function match in module re:
match(pattern, string, flags=0)
Try to apply the pattern at the start of the string, returning
a match object, or None if no match was found.
(END)
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