arXiv:2212.02700 Abstract | arXiv Analytics

Published 2022-12-06Version 1

We give a constructive proof that Young's lattice L(5, n) has a partition into saturated symmetric chains.

Categories: math.CO

Keywords: symmetric chain decomposition, youngs lattice, saturated symmetric chains

Related articles: Most relevant | Search more

arXiv:1107.4073 [math.CO] (Published 2011-07-20, updated 2011-12-01)

Symmetric chain decomposition for cyclic quotients of Boolean algebras and relation to cyclic crystals

arXiv:2107.09149 [math.CO] (Published 2021-07-19)

On the generating function for intervals in Young's lattice

arXiv:2107.11715 [math.CO] (Published 2021-07-25)

A symmetric chain decomposition of $N(m,n)$ of composition

Yueming Zhong