具有各种可能组合的2D位矩阵 | 具有各种可能组合的2D位矩阵

本文介绍了具有各种可能组合的2D位矩阵的处理方法，对大家解决问题具有一定的参考价值，需要的朋友们下面随着小编来一起学习吧！

问题描述

我需要创建一个python生成器，该生成器可以生成2D位矩阵的每种可能组合.每个尺寸的长度是可变的.

I need to create a python generator which yields every possible combination of a 2D bit matrix.The length of each dimention is variable.

因此对于2x2矩阵:

1.
00
00

2.
10
00

3.
11
00

....

x.
00
01

较大尺寸的尺寸(最大200 * 1000)也需要工作.最后，我将不需要所有组合.在每一行的总和为1的情况下，我只需要一次.但是在这种情况下，我需要所有组合.我会在屈服之前过滤它们.不需要打印.

Higher lengths of the dimentions (up to 200*1000) need to work too.In the end I will not need all of the combinations. I need only the once where the sum in each line is 1. But I need all combinations where this is the case. I would filter them before yielding. Printing is not required.

我想用它作为过滤器掩码来测试数据集的所有可能变化.产生这样的变体一定是一个普遍的问题.也许甚至还有一个很好的python库?

I want to use this as filter masks to test all possible variations of a data set.Generating variations like this must be a common problem. Maybe there is even a good library for python?

罗伯特

推荐答案

您可以对3x3二进制矩阵执行以下操作:

you could do something like this for 3x3 binary matrix:

for i in range(pow(2,9)):
    p = '{0:09b}'.format(i)
    print(p)
    x = []
    x.append([p[0],p[1],p[2]])
    x.append([p[3],p[4],p[5]])
    x.append([p[6],p[7],p[8]])
    for i in range(3):
        x[i] = map(int, x[i])

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