In this paper we carry out in an abstract order context some real subset combinatorial problems. Specifically, let $(X,le,c)$ be a finite poset, where $c:X o X$ is an order-reversing and involutive map such that $c(x) eq x$ for each $xin X$. Let $B_2={N
Real subset sums and posets with an involution
Cinzia Bisi
Primo
;
2022
Abstract
In this paper we carry out in an abstract order context some real subset combinatorial problems. Specifically, let $(X,le,c)$ be a finite poset, where $c:X o X$ is an order-reversing and involutive map such that $c(x) eq x$ for each $xin X$. Let $B_2={NFile in questo prodotto:
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BCGLastV (1).pdf
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