COMBINATORICS OF MODULI SPACES, CLUSTER ALGEBRAS, AND TOPOLOGICAL RECURSION

June 20—25, 2022

ORGANIZERS

The workshop will be organized by Steklov Mathematical Institute, Moscow; Skoltech Center for Advanced Studies, Skoltech, Russia; and the Mathematical Faculty of the National Research University Higher School of Economics, Moscow. The main location will be Steklov Mathematical Institute for four days along with the Center of Advanced Studies, Skoltech, for one day and the Mathematical Faculty of NRU HSE for one more day. The organizing committee: Leonid Chekhov, co-chairman (MSU, USA; Steklov Mathematical Institute, Moscow, Russia; contact person); Igor Krichever, co-chairman (Columbia University, New York; CAS Skoltech, Russia); Sergei Lando, co-chairman (NRU HSE, Moscow; CAS Skoltech, Russia); Sergei Nechaev (Interdisciplinary Scientific Center J.-V. Poncelet, Moscow, Russia); and Armen Sergeev (Steklov Mathematical Institute, Moscow, Russia).

Description

This conference is the eighth bi-annual Workshop on Combinatorics of Moduli Spaces, Cluster Algebras, and Topological Recursion. Having run since 2008, it is devoted to studies in combinatorial method applications in geometry and mathematical physics. The two main topics shaping the workshop agenda are cluster algebras and topological recursion as well as their interactions within the mirror symmetry framework, the spectral curve approach to Landau-Ginzburg potentials, and the cohomological field theory framework in application to knot theory and knot invariants. We will also address a modern development of cluster structures in Lie algebras, including classical and quantum algebras of monodromies of Fuchsian systems, a very recent geometrical recursion method, and other fascinating topics related to cluster algebras and topological recursion that will certainly emerge in the two years remaining before ICM 2022.

Thu Nov 18 2021 14:00:12 GMT+0300 (Moscow Standard Time)