转自:http://www.cnblogs.com/dyllove98/archive/2013/07/20/3202785.html

list的下表从零开始,和C语言挺类似的,但是增加了负下标的使用。

-len-----第一个元素

......       ......
-2 ------ 倒数第二个元素

-1 ------ 最后一个元素

0 ------ 第一个元素

len-1 ------ 最后一个元素

>>> a=[0,1,2,3,4,5,6,7]
>>> a
[0, 1, 2, 3, 4, 5, 6, 7]
>>> i = -len(a)
>>> i
-8
>>> while i < len(a):
print "a[",i,"]=",a[i] SyntaxError: invalid syntax
>>> while i < len(a):
"a[" , i , "]=" , a[i]
i += 1 ('a[', -8, ']=', 0)
('a[', -7, ']=', 1)
('a[', -6, ']=', 2)
('a[', -5, ']=', 3)
('a[', -4, ']=', 4)
('a[', -3, ']=', 5)
('a[', -2, ']=', 6)
('a[', -1, ']=', 7)
('a[', 0, ']=', 0)
('a[', 1, ']=', 1)
('a[', 2, ']=', 2)
('a[', 3, ']=', 3)
('a[', 4, ']=', 4)
('a[', 5, ']=', 5)
('a[', 6, ']=', 6)
('a[', 7, ']=', 7)

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" alt="" />

子list的提取:

可通过下标指定范围,用于提取出一个list的一部分。下标表明位置,一个是起始位置,一个是结束位置,中间使用冒号分割,如果不指定起始位置,则默认从 0开始,如果不指定结束位置,结束位置为-1,子list表示包括起始位置处的元素,一直到结束位置,单数不包括结束位置的元素。负下标也可以参与下标的 表示:

>>> a
[0, 1, 2, 3, 4, 5, 6, 7]
>>> b = a[1:4]
>>> b
[1, 2, 3]
>>> b = a[1:-1]
>>> b
[1, 2, 3, 4, 5, 6]
>>> b = a[1:]
>>> b
[1, 2, 3, 4, 5, 6, 7]
>>> b = a[:]
>>> b
[0, 1, 2, 3, 4, 5, 6, 7]
>>>

改变新的子list的值,不会改变原来list的值

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