Andre' permutations of the second kind associated to strictly binary increasing trees and left to right minima in their sub-permutations

Details Andre' permutations of the second kind associated to strictly binary increasing trees and left to right minima in their sub-permutations Andre' permutations of the second kind associated to strictly binary increasing trees and left to right minima in their sub-permutations

2012-02-06

arxiv.org/abs/1202.1139v1

Mathematics

Combinatorics

Scientific paper

The present work concerns Andre' permutations of the second kind which are
associated to strictly binary increasing tree. In particular we focus on their
sub-permutations finding a bivariate generating function which provide their
enumeration with respect to the size and to the number of left to right minima.

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