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THE NUMBER OF PERMUTATIONS WITH PRESCRIBED UP-DOWN STRUCTURE AS A FUNCTION OF TWO VARIABLES

机译:作为两个变量的函数的规定上下结构的排列数

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摘要

We consider the number of permutations with prescribed up-down structure as a function of two arguments: the number n of elements and the introduced up-down index k of a permutation. We consider sets of permutations for which k is a fixed number and when k is a function of n. In the first case the number of permutations is a polynomial in n, the degree of which is defined by k.
机译:我们认为具有规定的上下结构的排列数量作为两个参数的函数:元素的数字N和引入的折射的上下指数k。我们考虑k是固定数量的排列组,当k是n的函数时。在第一种情况下,排列的数量是n中的多项式,其程度由k定义。

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