activity
20132026
most citedExceptional and modern intervals of the Tamari lattice

6 citations · 11 across the 12 of their papers we have counts for

collaborators

16 papers

math.CO2026

The extra slow Tamari lattice

Sylvie Corteel, Jihyeug Jang, Baptiste Rognerud

We introduce the extra slow Tamari lattices, a new family of lattices defined on faithfully balanced tableaux. These tableaux arise naturally from the representation theory of type…

math.CO2024

A remark on s-torsion pairs and on the lattice of Dyck paths

Baptiste Rognerud

There are three classical lattices on the Catalan numbers: the Tamari lattice, the lattice of noncrossing partitions and the lattice of Dyck paths. The first is known to be isomorp…

math.CO2024

On the lattice of the weak factorization systems on a finite lattice

Yongle Luo, Baptiste Rognerud

We consider the lattice of all the weak factorization systems on a given finite lattice. We prove that it is semidistributive, trim and congruence uniform. We deduce a graph theore…

math.CO2023

Odd and even Fibonacci lattices arising from a Garside monoid

Thomas Gobet, Baptiste Rognerud

We study two families of lattices whose number of elements are given by the numbers in even (respectively odd) positions in the Fibonacci sequence. The even Fibonacci lattice arise…

math.RT2020★ 5 cited

Combinatorics of quasi-hereditary structures

Manuel Flores, Yuta Kimura, Baptiste Rognerud

A quasi-hereditary algebra is an Artin algebra together with a partial order on its set of isomorphism classes of simple modules which satisfies certain conditions. In this article…

math.RT2019

Combinatorics of faithfully balanced modules

William Crawley-Boevey, Biao Ma, Baptiste Rognerud +1

We study and classify faithfully balanced modules for the algebra of lower triangular by matrices. The theory extends known results about tilting modules, which are classif…