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  • Python排列组合

    product 笛卡尔积  (有放回抽样排列)

    permutations 排列  (不放回抽样排列)

    combinations 组合,没有重复  (不放回抽样组合)

    combinations_with_replacement 组合,有重复  (有放回抽样组合)

    >>> import itertools
    >>> for i in itertools.product('ABCD', repeat = 2):
    ...     print(i)
    ... 
    ('A', 'A') ('A', 'B') ('A', 'C') ('A', 'D') ('B', 'A') ('B', 'B') ('B', 'C') ('B', 'D') ('C', 'A') ('C', 'B') ('C', 'C') ('C', 'D') ('D', 'A') ('D', 'B') ('D', 'C') ('D', 'D')
    >>> for i in itertools.permutations('ABCD', 2):
    ...     print(i)
    ... 
    ('A', 'B') ('A', 'C') ('A', 'D') ('B', 'A') ('B', 'C') ('B', 'D') ('C', 'A') ('C', 'B') ('C', 'D') ('D', 'A') ('D', 'B') ('D', 'C')
    >>> for i in itertools.combinations('ABCD', 2):
    ...     print(i)
    ... 
    ('A', 'B') ('A', 'C') ('A', 'D') ('B', 'C') ('B', 'D') ('C', 'D')
    >>> for i in itertools.combinations_with_replacement('ABCD', 2):
    ...     print(i)
    ... 
    ('A', 'A') ('A', 'B') ('A', 'C') ('A', 'D') ('B', 'B') ('B', 'C') ('B', 'D') ('C', 'C') ('C', 'D') ('D', 'D')>>> import itertools
    >>> for i in itertools.product('ABCD', repeat = 2):
    ...     print(i)
    ... 
    ('A', 'A') ('A', 'B') ('A', 'C') ('A', 'D') ('B', 'A') ('B', 'B') ('B', 'C') ('B', 'D') ('C', 'A') ('C', 'B') ('C', 'C') ('C', 'D') ('D', 'A') ('D', 'B') ('D', 'C') ('D', 'D')
    >>> for i in itertools.permutations('ABCD', 2):
    ...     print(i)
    ... 
    ('A', 'B') ('A', 'C') ('A', 'D') ('B', 'A') ('B', 'C') ('B', 'D') ('C', 'A') ('C', 'B') ('C', 'D') ('D', 'A') ('D', 'B') ('D', 'C')
    >>> for i in itertools.combinations('ABCD', 2):
    ...     print(i)
    ... 
    ('A', 'B') ('A', 'C') ('A', 'D') ('B', 'C') ('B', 'D') ('C', 'D')
    >>> for i in itertools.combinations_with_replacement('ABCD', 2):
    ...     print(i)
    ... 
    ('A', 'A') ('A', 'B') ('A', 'C') ('A', 'D') ('B', 'B') ('B', 'C') ('B', 'D') ('C', 'C') ('C', 'D') ('D', 'D')

    combinations和permutations返回的是对象地址,原因是在python3里面,返回值已经不再是list,而是iterators(迭代器), 所以想要使用,只用将iterator 转换成list 即可

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  • 原文地址:https://www.cnblogs.com/413xiaol/p/9074358.html
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