By Joshua Lam
Argyres-Douglas theories are certain supersymmetric physical theories in four dimensions, many of which belong to "Class S" and are in some sense the simplest examples of such. On the other hand, isomonodromy is the analogue of the Gauss-Manin connection in non-abelian Hodge theory. I will explain how physical dualities between different Argyres-Douglas theories lead to remarkable identifications between different isomonodromy systems, closely related to those discovered by Boalch around ten years ago (as well as some that seem to go beyond these); I will also discuss how such dualities are related to the x-y symmetry in topological recursion due to Eynard and Orantin.
By Alexander Soibelman
By Mingkun Liu
By Pierrick Bousseau
By Anna Barbieri
By Gabriele Rembado
By Pierrick Bousseau
By Joshua Lam
By Oscar Kivinen
By Elba Garcia-Failde
By Nezhla Aghaei
By Claudio Dappiaggi
By Alexander Strohmaier
By Hans Lindblad
By Misha Gromov
By Céline Duval
By Olivier Benoist
