Séminaire Physique mathématique ICJ

Super cluster expansions: Labeled posets and Matrices

by Ezgi Kantarci Oguz (Galatasaray)

Europe/Paris
Salle Fokko du Cloux (Bat. Braconnier)

Salle Fokko du Cloux

Bat. Braconnier

Description

In this work, we give a way of expressing super cluster expansions associated with the Decorated Super Teichmüller space for triangulated polygons in terms of rank polynomials of a family of labeled posets. This allows us to use the theory of oriented posets to give explicit formulas for the super expansions in terms of 3x3 matrices. 

Organized by

Alexander Thomas