Cylindric Partitions

Abstract: 

This research project is at the interface between enumerative combinatorics and mathematical physics. It is centered on cylindric partitions, which are combinatorial objects that are connected with different fields: hypergeometric identities, string theory, probability theory and nonequilibrium statistical physics.

Sylvie Corteel

UC PI:
Sylvie Corteel
Department of Mathematics, UC Berkeley

Jérémie Bouttier

France PI:
Jérémie Bouttier
Institut de physique théorique, CEA Saclay / Laboratoire de physique, École Normale Supérieure de Lyon

Author: 
Sylvie Corteel
Jérémie Bouttier
Publication date: 
July 1, 2020
Publication type: 
Funded Project