Matias von Bell

activity

20202022

ν

-Tamari lattice and principal order ideals in Young's lattice

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.CO2022

On the subdivision algebra for the polytope $U_{I, J ˉ}$

Matias von Bell, Martha Yip

The polytopes $U_{I, J ˉ}$ were introduced by Ceballos, Padrol, and Sarmiento to provide a geometric approach to the study of $(I, J ˉ)$ -Tamari lattices. They obser…

math.CO2021★ 1 cited

A unifying framework for the $ν$ -Tamari lattice and principal order ideals in Young's lattice

Matias von Bell, Rafael S. González D'León, Francisco A. Mayorga Cetina +1

We present a unifying framework in which both the $ν$ -Tamari lattice, introduced by Préville-Ratelle and Viennot, and principal order ideals in Young's lattice indexed by lattice p…

math.CO2020

Schroder combinatorics and $ν$ -associahedra

Matias von Bell, Martha Yip

We study $ν$ -Schröder paths, which are Schröder paths which stay weakly above a given lattice path $ν$ . Some classical bijective and enumerative results are extended to the $ν$ -set…

On the subdivision algebra for the polytope UI,Jˉ​

A unifying framework for the ν-Tamari lattice and principal order ideals in Young's lattice

Schroder combinatorics and ν-associahedra

On the subdivision algebra for the polytope $U_{I, J ˉ}$

A unifying framework for the $ν$ -Tamari lattice and principal order ideals in Young's lattice

Schroder combinatorics and $ν$ -associahedra