activity
20052026
most citedThe permutahedral variety, mixed Eulerian numbers, and principal specializations of Schubert polynomials

16 citations · 87 across the 28 of their papers we have counts for

collaborators

33 papers

math.CO2026

Bijections for rhombic alternative tableaux

Sylvie Corteel, Jang Soo Kim, Olya Mandelshtam +1

We generalize well-known bijections between alternative tableaux and permutations to bijections between rhombic alternative tableaux (RAT) and assemblées of permutations. We show h…

math.CO2023

Forest polynomials and the class of the permutahedral variety

Philippe Nadeau, Vasu Tewari

We study a basis of the polynomial ring that we call forest polynomials. This family of polynomials is indexed by a combinatorial structure called indexed forests and permits sever…

math.CO2023

Wiener Indices of Minuscule Lattices

Colin Defant, Valentin Féray, Philippe Nadeau +1

The Wiener index of a finite graph G is the sum over all pairs (p, q) of vertices of G of the distance between p and q. When P is a finite poset, we define its Wiener index as the…

math.CO2023

-partitions with flags and back stable quasisymmetric functions

Philippe Nadeau, Vasu Tewari

Stanley's theory of -partitions is a standard tool in combinatorics. It can be extended to allow for the presence of a restriction, that is a given maximal value for partiti…

math.CO2022

Remixed Eulerian numbers

Philippe Nadeau, Vasu Tewari

Remixed Eulerian numbers are a polynomial -deformation of Postnikov's mixed Eulerian numbers. They arose naturally in previous work by the authors concerning the permutahedral v…

math.CO2022★ 1 cited

Down-up algebras and chromatic symmetric functions

Philippe Nadeau, Vasu Tewari

We establish Guay-Paquet's unpublished linear relation between certain chromatic symmetric functions by relating his algebra on paths to the -Klyachko algebra. The coefficients…