循序渐进Python3(三) -- 1 -- 内置函数
对函数有了一定了解之后,我们来看看Python的内置函数。下图是Python所有的内置函数,共68个。
详细介绍:https://docs.python.org/3/library/functions.html
aaarticlea/png;base64,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" alt="" />
这么多的内置函数,我们怎么学习呢?
我把他们分成几类,咱们由易到难的来学习一下。
先来看第一类,我们相对比较熟悉的。
1.print # 打印一些值,默认是输出到标准输出
。
>>> help(print)
Help on built-in function print in module builtins:
print(...)
print(value, ..., sep=' ', end='\n', file=sys.stdout, flush=False)
Prints the values to a stream, or to sys.stdout by default.
Optional keyword arguments:
file: a file-like object (stream); defaults to the current sys.stdout.
sep: string inserted between values, default a space.
end: string appended after the last value, default a newline.
flush: whether to forcibly flush the stream.
file
参数可以控制输出流到别的位置。
sep
参数用于控制分割符,默认是空格。
end
参数控制字符串输出后是否自动加'\n'
,你可以改为别的。
flush
参数控制是否强制刷新流。
eg.
>>> a = 'Hello'
>>> b = 'Python'
>>> print(a,b)
Hello Python
>>> print(a,b,sep=' | ',end=' !\n')
Hello | Python !
看到区别了吧。
2.abs # 返回数字的绝对值
>>> help(abs)
Help on built-in function abs in module builtins:
abs(x, /)
Return the absolute value of the argument.
没什么好说的,看例子吧
>>> a = 10
>>> b = -10
>>> print(abs(a),abs(b))
10 10
abs只能操作数字,字符串是不可以的。
>>> a='xxx'
>>> abs(a)
Traceback (most recent call last):
File "<stdin>", line 1, in <module>
TypeError: bad operand type for abs(): 'str'
3.input # 从标准输入接收一个字符串
>>> help(input)
Help on built-in function input in module builtins:
input(prompt=None, /)
Read a string from standard input. The trailing newline is stripped.
The prompt string, if given, is printed to standard output without a
trailing newline before reading input.
If the user hits EOF (*nix: Ctrl-D, Windows: Ctrl-Z+Return), raise EOFError.
On *nix systems, readline is used if available.
prompt参数可接收一个字符串,并输出到标准输出在读取输入的前面
如果用户输入(Linux: Ctrl-D, Windows: Ctrl-Z+Return),会抛出一个异常
eg.
>>> input('What is your name?')
What is your name?Python
'Python'
>>> name = input('What is your name?')
What is your name?World
>>> print(name)
World
>>> name = input('What is your name?')
What is your name?Traceback (most recent call last): # 此处按了Ctrl-c
File "<stdin>", line 1, in <module>
KeyboardInterrupt
>>> name = input('What is your name?')
What is your name?^D # # 此处按了Ctrl-d+Return
input函数接收的任何输入都会以字符串形式存储。
4.type # 得到一个返回值,从而知道想要查询的对像类型信息。
>>> a = 'xxxx'
>>> type(a)
<class 'str'>
>>> b = 123
>>> type(b)
<class 'int'>
5.int # 将数字转化为整型
>>> help(int)
Help on class int in module builtins:
class int(object)
| int(x=0) -> integer
| int(x, base=10) -> integer
|
| Convert a number or string to an integer, or return 0 if no arguments
| are given. If x is a number, return x.__int__(). For floating point
| numbers, this truncates towards zero.
|
| If x is not a number or if base is given, then x must be a string,
| bytes, or bytearray instance representing an integer literal in the
| given base. The literal can be preceded by '+' or '-' and be surrounded
| by whitespace. The base defaults to 10. Valid bases are 0 and 2-36.
| Base 0 means to interpret the base from the string as an integer literal.
eg.
>>> a = input('Input a number:') # 还记得input接收的是个字符串吧?
Input a number:23
>>> type(a)
<class 'str'>
>>> int(a)
23
>>> type(int(a)) # 把字符串转化成了整型
<class 'int'>
上面是最基本的用法。
>>> int() # 当括号里什么都不输入的时候,返回一个整型的“0”
0
>>> type(int())
<class 'int'>
>>> a=9.99999
>>> int(a) #对浮点型数字做使用int函数,返回整数部分
9
int有个base参数,表示前面参数值按照几进制转化十进制,默认为10,因为我们用的最多的就是十进制数字。而int最终返回的结果都是十进制整型数字。
>>> int('100010',2) # base参数是2,表示'100010'是二进制的
34
>>> int('0xa',16) # base参数是16,表示'0xa' 是十六进制的
10
>>> int(100010,2) # 第一个参数必须是字符串!
Traceback (most recent call last):
File "<stdin>", line 1, in <module>
TypeError: int() can't convert non-string with explicit base
base 的 可选值包括0和2-36中的任意一个. 如果base为0的时候它将会猜测这个字符串的内容进行转换。
>>> int('101',0) # 猜测‘101’是十进制
101
>>> int('0xa',0) # 猜测‘0xa’是十六进制
10
>>> int('0xa',10)
Traceback (most recent call last):
File "<stdin>", line 1, in <module>
ValueError: invalid literal for int() with base 10: '0xa'
6.str # 将对象转化为字符串
def __init__(self, value='', encoding=None, errors='strict'): # known special case of str.__init__
"""
str(object='') -> str
str(bytes_or_buffer[, encoding[, errors]]) -> str Create a new string object from the given object. If encoding or
errors is specified, then the object must expose a data buffer
that will be decoded using the given encoding and error handler.
Otherwise, returns the result of object.__str__() (if defined)
or repr(object).
encoding defaults to sys.getdefaultencoding().
errors defaults to 'strict'.
# (copied from class doc)
eg.
>>> x = 123
>>> print(type(x))
<class 'int'>
>>> print(str(x))
123
>>> print(type(str(x)))
<class 'str'>
>>> hello = 'hello, world\n'
>>> a = str(hello)
>>> print(a)
hello, world
>>> h = [1,2,3,4]
>>> print(type(h))
<class 'list'>
>>> a = str(h)
>>> print(a)
[1, 2, 3, 4]
>>> print(type(a))
<class 'str'>
我们更多是将数字转为字符串。
7.repr # 和str()很类似,repr()是将一个对象转成字符串显示,注意只是显示用,有些对象转成字符串没有直接的意思。
str()函数得到的字符串可读性好(故被print调用)
repr()函数得到的字符串通常可以用来重新获得该对象,通常情况下 obj==eval(repr(obj)) 这个等式是成立的。这两个函数接受一个对象作为其参数,返回适当的字符串。(eval函数后面会提)
eg.
>>> x = 'hello !\n'
>>> print(str(x))
hello ! >>> print(repr(x))
'hello !\n'
str()的输出是友好的,像是给人看的;而repr()的输出更像是给python看的。
另:python3.5中不支持反引号``
aaarticlea/png;base64,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" alt="" />
8.list #将对象转为列表
>>> help(list)
Help on class list in module builtins:
class list(object)
| list() -> new empty list
| list(iterable) -> new list initialized from iterable's items
eg.
>>> a = '123'
>>> type(a)
<class 'str'>
>>> b = list(a)
>>> type(b)
<class 'list'>
>>> print(b)
['1', '2', '3']
>>> a = "[1,2,3]"
>>> b = list(a)
>>> print(b)
['[', '1', ',', '2', ',', '3', ']']
9.tuple #将对象转为元组,跟list函数类似
class tuple(object)
| tuple() -> empty tuple
| tuple(iterable) -> tuple initialized from iterable's items
|
| If the argument is a tuple, the return value is the same object.
eg.
>>> a="123"
>>> b=tuple(a)
>>> print(b)
('1', '2', '3')
10.dict #从可迭代对象来创建新字典
>>> help(dict)
Help on class dict in module builtins:
class dict(object)
| dict() -> new empty dictionary
| dict(mapping) -> new dictionary initialized from a mapping object's
| (key, value) pairs
| dict(iterable) -> new dictionary initialized as if via:
| d = {}
| for k, v in iterable:
| d[k] = v
| dict(**kwargs) -> new dictionary initialized with the name=value pairs
| in the keyword argument list. For example: dict(one=1, two=2)
eg.
#以键对方式构造字典
>>> d1 = dict(one = 1, two = 2, a = 3)
>>> print(d1)
{'a': 3, 'one': 1, 'two': 2}
#以映射函数方式来构造字典
>>> d2 = dict(zip(['one', 'two', 'three'], [1, 2, 3]))
>>> print(d2)
{'one': 1, 'two': 2, 'three': 3}
#可迭代对象方式来构造字典
>>> d3 = dict([('one', 1), ('two', 2), ('three', 3)])
>>> print(d3)
{'one': 1, 'two': 2, 'three': 3}
>>> d4 = dict(d3)
>>> print(d4)
{'one': 1, 'two': 2, 'three': 3}
zip函数后面会提到。
11.sum #求和
>>> help(sum)
Help on built-in function sum in module builtins:
sum(iterable, start=0, /)
Return the sum of a 'start' value (default: 0) plus an iterable of numbers
When the iterable is empty, return the start value.
This function is intended specifically for use with numeric values and may
reject non-numeric types.
本函数用来计算可迭代对象iterable的和,然后以这个结果再加上start的值。
参数start用来指定相加的参数,如果没有设置这个值,默认是0 值。
要计算和的序列一般是数字类型,并且开始参数要设置为数字类型。
其它有些情况之下,使用别的计算和的方式会更好,
比如计算字符串的和使 用’’.join(sequence);或者计算浮点数的和使用math.fsum();或者计算多序列的和使用itertools.chain()。
eg.
>>> print(sum([2, 5, 8], 1))
16
# 了解一下 “x for x in y” 写法,y是可迭代对象(字符串,列表等),通过for循环取出y中每个元素赋值给x
>>> print(sum((int(v) for v in '123'),20))
26
12.max # 返回其参数最大值:最接近正无穷大的值。
>>> help(max)
Help on built-in function max in module builtins:
max(...)
max(iterable, *[, default=obj, key=func]) -> value
max(arg1, arg2, *args, *[, key=func]) -> value
With a single iterable argument, return its biggest item. The
default keyword-only argument specifies an object to return if
the provided iterable is empty.
With two or more arguments, return the largest argument.
eg.
>>> print("max(80, 100, 1000) : ", max(80, 100, 1000))
max(80, 100, 1000) : 1000
>>> print("max(-20, 100, 400) : ", max(-20, 100, 400))
max(-20, 100, 400) : 400
字符串和列表也是可以比较的,你也可以尝试一下别的数据类型
>>> max('a','b')
'b'
>>> max([1,2],[2,3])
[2, 3]
>>> max([1,2],[1,2,3])
[1, 2, 3]
13.min #返回其参数最小值:最接近负无穷大的值。类似max
>>> help(min)
Help on built-in function min in module builtins:
min(...)
min(iterable, *[, default=obj, key=func]) -> value
min(arg1, arg2, *args, *[, key=func]) -> value
With a single iterable argument, return its smallest item. The
default keyword-only argument specifies an object to return if
the provided iterable is empty.
With two or more arguments, return the smallest argument.
eg.
>>> print("min(-20, 100, 400) : ", min(-20, 100, 400))
min(-20, 100, 400) : -20
14.float # 将对象转为浮点型数字
>>> help(float)
Help on class float in module builtins:
class float(object)
| float(x) -> floating point number
|
| Convert a string or number to a floating point number, if possible.
eg.
>>> a='123.45'
>>> b=float(a)
>>> print(b)
123.45
>>> c='10'
>>> print(float(c))
10.0
>>> d=5
>>> print(float(d))
5.0
15.help #查看对象的帮助信息
用了这么多次,不陌生了吧
>>> help(help)
Help on _Helper in module _sitebuiltins object:
class _Helper(builtins.object)
| Define the builtin 'help'.
|
| This is a wrapper around pydoc.help that provides a helpful message
| when 'help' is typed at the Python interactive prompt.
|
| Calling help() at the Python prompt starts an interactive help session.
| Calling help(thing) prints help for the python object 'thing'.
单独执行help()
>>> help()
Welcome to Python 3.5's help utility!
If this is your first time using Python, you should definitely check out
the tutorial on the Internet at http://docs.python.org/3.5/tutorial/.
Enter the name of any module, keyword, or topic to get help on writing
Python programs and using Python modules. To quit this help utility and
return to the interpreter, just type "quit".
To get a list of available modules, keywords, symbols, or topics, type
"modules", "keywords", "symbols", or "topics". Each module also comes
with a one-line summary of what it does; to list the modules whose name
or summary contain a given string such as "spam", type "modules spam".
16.len # 返回对象长度(按字符,不是字节)
>>> help(len)
Help on built-in function len in module builtins:
len(obj, /)
Return the number of items in a container.
>>> a='xxxxd'
>>> print(len(a))
5
>>> b='你好,世界!'
>>> print(len(b))
6
17.pow # 求指数,可取模
>>> help(pow)
Help on built-in function pow in module builtins:
pow(x, y, z=None, /)
Equivalent to x**y (with two arguments) or x**y % z (with three arguments)
Some types, such as ints, are able to use a more efficient algorithm when
invoked using the three argument form.
eg.
>>> pow(3,4) #3**4,3的4次方
81
>>> pow(3,4,2) #3**4%2 3的4次方对2取模
1 >>> pow(2,4)
16
>>> pow(2,4,6)
4
>>> pow(2,4,7)
2
18.range # 返回一个组数字
>>> help(range)
Help on class range in module builtins:
class range(object)
| range(stop) -> range object
| range(start, stop[, step]) -> range object
|
| Return an object that produces a sequence of integers from start (inclusive)
| to stop (exclusive) by step. range(i, j) produces i, i+1, i+2, ..., j-1.
| start defaults to 0, and stop is omitted! range(4) produces 0, 1, 2, 3.
| These are exactly the valid indices for a list of 4 elements.
| When step is given, it specifies the increment (or decrement).
eg.
>>> print([i for i in range(10)]) # 默认起始值为0
[0, 1, 2, 3, 4, 5, 6, 7, 8, 9]
>>> print([i for i in range(3,10)]) # 指定起始值
[3, 4, 5, 6, 7, 8, 9]
>>> print([i for i in range(3,10,3)]) #指定步长值,如果指定步长值,必须指定起始值
[3, 6, 9]
>>> for i in range(0,10,2): #更多的用法是用来控制循环次数
... print(i)
...
0
2
4
6
8
19.round # 四舍五入,保留n位小数,默认是0
>>> help(round)
Help on built-in function round in module builtins:
round(...)
round(number[, ndigits]) -> number
Round a number to a given precision in decimal digits (default 0 digits).
This returns an int when called with one argument, otherwise the
same type as the number. ndigits may be negative.
eg.
>>> round(9.5)
10
>>> round(9.4)
9
>>> round() #必须传参数
Traceback (most recent call last):
File "<stdin>", line 1, in <module>
TypeError: Required argument 'number' (pos 1) not found >>> float(round(2.9994569,4))
2.9995
>>> float(round(2.9994569,5))
2.99946
20. sorted #对一个可迭代的对象进行排序
>>> help(sorted)
Help on built-in function sorted in module builtins:
sorted(iterable, key=None, reverse=False)
Return a new list containing all items from the iterable in ascending order.
A custom key function can be supplied to customise the sort order, and the
reverse flag can be set to request the result in descending order.
eg.
>>> list=[3,2,4,5,1]
>>> sorted(list)
[1, 2, 3, 4, 5]
>>> sorted(list,reverse=True) # reverse表示反转
[5, 4, 3, 2, 1]
参数key也是接受一个函数,不同的是,这个函数只接受一个元素
>>> L = [{1:5,3:4},{1:3,6:3},{1:1,2:4,5:6},{1:9}]
>>> def f(x):
... return len(x)
...
>>> lo=sorted(L,key=f)
>>> lt=sorted(L,key=f,reverse=True)
>>> print(lo)
[{1: 9}, {1: 5, 3: 4}, {1: 3, 6: 3}, {1: 1, 2: 4, 5: 6}]
>>> print(lt)
[{1: 1, 2: 4, 5: 6}, {1: 5, 3: 4}, {1: 3, 6: 3}, {1: 9}]
21.reversed # 返回序列seq的反向访问的迭代子
>>> help(reversed)
Help on class reversed in module builtins:
class reversed(object)
| reversed(sequence) -> reverse iterator over values of the sequence
|
| Return a reverse iterator
eg.
>>> for i in reversed([2, 3, 4, 5]):
... print(i, end = ',')
...
5,4,3,2,>>>
>>> print(reversed([2, 3, 4, 5])) # 此输出报错
<list_reverseiterator object at 0x0059EFB0>
循序渐进Python3(三) -- 1 -- 内置函数的更多相关文章
- python3.7.1 内置函数
python3.7.1 内置函数列表 内置函数 abs() delattr() hash() memoryview() set() all() dict() help() min() setattr( ...
- python3 第三十章 - 内置函数之Dictionary相关
Python字典包含了以下内置函数: 序号 函数及描述 实例 1 len(dict)计算字典元素个数,即键的总数. >>> dict = {'Name': 'cnblogs', 'A ...
- Python基础学习参考(三):内置函数
一:内置函数 在第一篇文章中,我们简单的认识了一下print()函数和input()函数,也就是输入和输出,这些函数我们可以直接的调用,不要自己定义或者引入什么,对吧?想这样的函数就叫做内置函数.这里 ...
- Python3中的内置函数
内置函数 我们一起来看看python里的内置函数.什么是内置函数?就是Python给你提供的,拿来直接用的函数,比如print,input等等.截止到python版本3.6.2,现在python一共为 ...
- python3 发生器 迭代器 内置函数 协程 哈哈我又回来啦
唉 犯傻了,干了一件虽有一点点道理的事情,但是却完全没有效果,我是不是傻,浪费了这么多时间在一件不可能的事情上,果然效果比道理更重要... 被一些琐事耽搁几天,python的学习都给我停了,擦!不过一 ...
- Python【zip-map-filter】三个内置函数
print("============内置函数:zip===========")l2 = ['a','b','c','e','f','g']l3 = [1,2,3]L4=['A', ...
- python关于list的三个内置函数filter(), map(), reduce()
''' Python --version :Python 2.7.11 Quote : https://docs.python.org/2/tutorial/datastructures.html#m ...
- python3常用的内置函数
数学相关 abs(a) : 求取绝对值.abs(-1) max(list) : 求取list最大值.max([1,2,3]) min(list) : 求取list最小值.min([1,2,3]) su ...
- Python3 如何查看内置函数都有哪些?
数据科学交流群,群号:189158789,欢迎各位对数据科学感兴趣的小伙伴的加入! 上代码: 1 import builtins 2 num = len(dir(builtins)) 3 print( ...
- python3内置函数大全
由于面试的时候有时候会问到python的几个基本内置函数,由于记不太清,就比较难受,于是呕心沥血总结了一下python3的基本内置函数 Github源码: https://github. ...
随机推荐
- jquery dataTables.min.js API
demo: http://datatables.net/release-datatables/examples/api/select_single_row.html 选择一行http://datata ...
- vim编辑器使用相关
alias 查看vi是否已经绑定vim 一.vim的块选择 v 字符选择 V 行选择 ctrl+v 快选择 y 复制选择的地方(p进行粘贴) d 删除选择的地方 二.vim多文件编辑 :n 编辑下一个 ...
- 关于tomcat7下websocket不能使用
tomcat启动时提示 信息: JSR 356 WebSocket (Java WebSocket 1.0) support is not available when running on Java ...
- Chrome渲染Transition时页面闪动Bug
前段时间,有同事和会员反馈使用Chrome访问淘宝首页会出现画面闪动的现象,但是我在Mac和Win下面的Chrome都无法重现这个问题,后来重装了一遍Win7下的Chrome Beta版本,终于重现了 ...
- 建造者模式(Builder)
建造者模式(Builder)将复杂的构建与其表示相分离,使得同样的构建过程可以创建不同的表示. 建造者模式通常包括下面几个角色: 1. builder:给出一个抽象接口,以规范产品对象的各个组成成分的 ...
- CentOS 6.8 新安装系统的网络IP配置(转载)
实例环境 虚拟机:VMware 11.1.0 系统:CentOS 6.6 # ifconfig -a << 查看所有网卡的状态 2. # vi /etc/sysconfig/n ...
- yii2 使用twig 模板引擎
yii2 默认使用PHP 和html 混合的方式来写视图层,但我个人还是喜欢纯模板语言的方式.而且已经非常习惯使用twig的语法,最近想使用yii2进行开发,所以还是选择使用twig视图引擎. git ...
- SQL Server:排名函数row_number,rank,dense_rank,ntile详解
1.Row_Number函数 row_number函数大家比较熟悉一些,因为它的用途非常的广泛,我们经常在分页与排序中用到它,它的功能就是在每一行中生成一个连续的不重复的序号 例如: select S ...
- 详细安装ss的过程(vultr)
#更新程序yum update -y #安装setuptoolsyum install -y python-setuptools #安装pipeasy_install pip #安装shadowsoc ...
- typedef struct 结构体
typedef struct _TTTT_ { int i; }TT_TT; 定义变量如下: struct _TTTT_ NewTT;方法1 TT_TT NewTT;方法2 是声明和定义 ...