permutations with property
How can I get a list of permutations $\sigma \in \mathfrak{S}_n$ with the property that $\sigma(i) \geq i-1$ for all $i =1, dots, n.$
asked 2017-04-03 22:41:41 +0100
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How can I get a list of permutations $\sigma \in \mathfrak{S}_n$ with the property that $\sigma(i) \geq i-1$ for all $i =1, dots, n.$
Like that
sage: n=4
sage: [sigma for sigma in Permutations(n) if all(sigma(i)>=i-1 for i in range(1,n+1))]
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Asked: 2017-04-03 22:41:41 +0100
Seen: 927 times
Last updated: Apr 04 '17
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