Random Latin squares: Difference between revisions
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A Latin square of size <code>n</code> is an arrangement of <code>n</code> symbols in an <code>n-by-n</code> square in such a way that each row and column has each symbol appearing exactly once.<br> |
A Latin square of size <code>n</code> is an arrangement of <code>n</code> symbols in an <code>n-by-n</code> square in such a way that each row and column has each symbol appearing exactly once.<br> |
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For the purposes of this task, a random Latin square of size n is a Latin square constructed or generated by a probabilistic procedure such that the probability of any particular Latin square of size n being produced is non-zero |
For the purposes of this task, a random Latin square of size <code>n</code> is a Latin square constructed or generated by a probabilistic procedure such that the probability of any particular Latin square of size <code>n</code> being produced is non-zero. |
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;Example n=4 randomised Latin square: |
;Example n=4 randomised Latin square: |
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