枚举序列x语法允许的可能性：

>>> x[:]                # [x[0],   x[1],          ..., x[-1]    ]
>>> x[low:]             # [x[low], x[low+1],      ..., x[-1]    ]
>>> x[:high]            # [x[0],   x[1],          ..., x[high-1]]
>>> x[low:high]         # [x[low], x[low+1],      ..., x[high-1]]
>>> x[::stride]         # [x[0],   x[stride],     ..., x[-1]    ]
>>> x[low::stride]      # [x[low], x[low+stride], ..., x[-1]    ]
>>> x[:high:stride]     # [x[0],   x[stride],     ..., x[high-1]]
>>> x[low:high:stride]  # [x[low], x[low+stride], ..., x[high-1]]

当然，如果（高低）%步幅！=0，则终点将略低于高1。

如果步幅为负，则由于我们正在倒计时，顺序会有点改变：

>>> x[::-stride]        # [x[-1],   x[-1-stride],   ..., x[0]    ]
>>> x[high::-stride]    # [x[high], x[high-stride], ..., x[0]    ]
>>> x[:low:-stride]     # [x[-1],   x[-1-stride],   ..., x[low+1]]
>>> x[high:low:-stride] # [x[high], x[high-stride], ..., x[low+1]]

扩展切片（带逗号和省略号）通常仅用于特殊数据结构（如NumPy）；基本序列不支持它们。

>>> class slicee:
...     def __getitem__(self, item):
...         return repr(item)
...
>>> slicee()[0, 1:2, ::5, ...]
'(0, slice(1, 2, None), slice(None, None, 5), Ellipsis)'

已经有很多答案了，但我想添加一个性能比较

~$ python3.8 -m timeit -s 'fun = "this is fun;slicer = slice(0, 3)"' "fun_slice = fun[slicer]" 
10000000 loops, best of 5: 29.8 nsec per loop
~$ python3.8 -m timeit -s 'fun = "this is fun"' "fun_slice = fun[0:3]" 
10000000 loops, best of 5: 37.9 nsec per loop
~$ python3.8 -m timeit -s 'fun = "this is fun"' "fun_slice = fun[slice(0, 3)]" 
5000000 loops, best of 5: 68.7 nsec per loop
~$ python3.8 -m timeit -s 'fun = "this is fun"' "slicer = slice(0, 3)" 
5000000 loops, best of 5: 42.8 nsec per loop

因此，如果您重复使用同一个切片，使用切片对象将有益并提高可读性。然而，如果您只进行了几次切片，则应首选[：]表示法。

在Python 2.7中

Python中的切片

[a:b:c]

len = length of string, tuple or list

c -- default is +1. The sign of c indicates forward or backward, absolute value of c indicates steps. Default is forward with step size 1. Positive means forward, negative means backward.

a --  When c is positive or blank, default is 0. When c is negative, default is -1.

b --  When c is positive or blank, default is len. When c is negative, default is -(len+1).

理解索引分配非常重要。

In forward direction, starts at 0 and ends at len-1

In backward direction, starts at -1 and ends at -len

当你说[a:b:c]时，你是说根据c的符号（向前或向后），从a开始，到b结束（不包括bth索引中的元素）。使用上面的索引规则，并记住您只能找到此范围内的元素：

-len, -len+1, -len+2, ..., 0, 1, 2,3,4 , len -1

但这一范围在两个方向上无限延伸：

...,-len -2 ,-len-1,-len, -len+1, -len+2, ..., 0, 1, 2,3,4 , len -1, len, len +1, len+2 , ....

例如：

             0    1    2   3    4   5   6   7   8   9   10   11
             a    s    t   r    i   n   g
    -9  -8  -7   -6   -5  -4   -3  -2  -1

如果在使用上面的a、b、c的规则进行遍历时，a、b和c的选择允许与上面的范围重叠，则会得到一个包含元素的列表（在遍历过程中被触摸），或者得到一个空列表。

最后一件事：如果a和b相等，那么也会得到一个空列表：

>>> l1
[2, 3, 4]

>>> l1[:]
[2, 3, 4]

>>> l1[::-1] # a default is -1 , b default is -(len+1)
[4, 3, 2]

>>> l1[:-4:-1] # a default is -1
[4, 3, 2]

>>> l1[:-3:-1] # a default is -1
[4, 3]

>>> l1[::] # c default is +1, so a default is 0, b default is len
[2, 3, 4]

>>> l1[::-1] # c is -1 , so a default is -1 and b default is -(len+1)
[4, 3, 2]


>>> l1[-100:-200:-1] # Interesting
[]

>>> l1[-1:-200:-1] # Interesting
[4, 3, 2]


>>> l1[-1:-1:1]
[]


>>> l1[-1:5:1] # Interesting
[4]


>>> l1[1:-7:1]
[]

>>> l1[1:-7:-1] # Interesting
[3, 2]

>>> l1[:-2:-2] # a default is -1, stop(b) at -2 , step(c) by 2 in reverse direction
[4]

如果你觉得切片中的负指数令人困惑，这里有一个非常简单的方法来考虑：用len-index替换负指数。例如，用len（list）-3替换-3。

说明切片在内部做什么的最佳方法是在实现此操作的代码中显示它：

def slice(list, start = None, end = None, step = 1):
  # Take care of missing start/end parameters
  start = 0 if start is None else start
  end = len(list) if end is None else end

  # Take care of negative start/end parameters
  start = len(list) + start if start < 0 else start
  end = len(list) + end if end < 0 else end

  # Now just execute a for-loop with start, end and step
  return [list[i] for i in range(start, end, step)]

当我第一次看到切片语法时，有一些事情不是很明显：

>>> x = [1,2,3,4,5,6]
>>> x[::-1]
[6,5,4,3,2,1]

反转顺序的简单方法！

如果出于某种原因，您希望以相反的顺序进行每一项：

>>> x = [1,2,3,4,5,6]
>>> x[::-2]
[6,4,2]

我有点沮丧，因为找不到一个准确描述切片功能的在线源代码或Python文档。

我接受了Aaron Hall的建议，阅读了CPython源代码的相关部分，并编写了一些Python代码，这些代码执行切片与CPython中的切片类似。我已经用Python 3对整数列表进行了数百万次随机测试。

您可能会发现我的代码中对CPython中相关函数的引用很有用。

def slicer(x, start=None, stop=None, step=None):
    """ Return the result of slicing list x.  

    See the part of list_subscript() in listobject.c that pertains 
    to when the indexing item is a PySliceObject.
    """

    # Handle slicing index values of None, and a step value of 0.
    # See PySlice_Unpack() in sliceobject.c, which
    # extracts start, stop, step from a PySliceObject.
    maxint = 10000000       # A hack to simulate PY_SSIZE_T_MAX
    if step is None:
        step = 1
    elif step == 0:
        raise ValueError('slice step cannot be zero')

    if start is None:
        start = maxint if step < 0 else 0
    if stop is None:
        stop = -maxint if step < 0 else maxint

    # Handle negative slice indexes and bad slice indexes.
    # Compute number of elements in the slice as slice_length.
    # See PySlice_AdjustIndices() in sliceobject.c
    length = len(x)
    slice_length = 0

    if start < 0:
        start += length
        if start < 0:
            start = -1 if step < 0 else 0
    elif start >= length:
        start = length - 1 if step < 0 else length

    if stop < 0:
        stop += length
        if stop < 0:
            stop = -1 if step < 0 else 0
    elif stop > length:
        stop = length - 1 if step < 0 else length

    if step < 0:
        if stop < start:
            slice_length = (start - stop - 1) // (-step) + 1
    else:
        if start < stop:
            slice_length = (stop - start - 1) // step + 1

    # Cases of step = 1 and step != 1 are treated separately
    if slice_length <= 0:
        return []
    elif step == 1:
        # See list_slice() in listobject.c
        result = []
        for i in range(stop - start):
            result.append(x[i+start])
        return result
    else:
        result = []
        cur = start
        for i in range(slice_length):
            result.append(x[cur])
            cur += step
        return result