Workshop on Classical and Quantum Integrable Systems

July 11 - 15, 2016

Euler International Mathematical Institute, St. Petersburg, Russia

Petr Kulish (1944 - 2016)

The next international Workshop on Classical and Quantum Integrable Systems (CQIS-2016) will be held at the Euler International Mathematical Institute on July 11-15, 2016.
The workshop is dedicated to the memory of Petr Kulish.

It will be organized by the Euler Institute, the Saint-Petersburg Department of Steklov Mathematical Institute , and the International Laboratory of Representation Theory and Mathematical Physics, Higher School of Economics, Moscow .
The workshop will continue the series of CQIS workshops held in 2000-2015 in Protvino, Dubna, and Chernogolovka.

Main topics of the conference include:

classical and quantum integrable models;

quantum field theory, conformal field theory, AGT correspondence;

quantum groups, cluster algebras, and other mathematics related to integrable systems.

Advisory board:

L. Faddeev (Steklov Mathematical Institute, St.Petersburg)

B. Feigin (Higher School of Economics, Moscow; Landau Institute for Theoretical Physics, Chernogolovka)

I. Krichever (Columbia University, New York; Higher School of Economics, Moscow)

A. Pogrebkov (Steklov Mathematical Institute, Moscow; Higher School of Economics, Moscow)

A. Razumov (Institute for High Energy Physics, Protvino)

M. Semenov-Tian-Shansky (Universite de Bourgogne, Dijon; Steklov Mathematical Institute, St.Petersburg)

V. Spiridonov (Joint Institute for Nuclear Research, Dubna)

Organizers:

A. Bytsko (Steklov Mathematical Institute, St.Petersburg)
S. Derkachov (Steklov Mathematical Institute, St.Petersburg)
A. Pronko (Steklov Mathematical Institute, St.Petersburg)
P. Pyatov (Higher School of Economics, Moscow; Joint Institute for Nuclear Research, Dubna)
N. Reshetikhin (Berkeley University)
V. Tarasov (Indiana University and Purdue University Indianapolis)
T. Vinogradova (Euler International Mathematical Institute, St.Petersburg)
N. Zalesskaya (Euler International Mathematical Institute, St.Petersburg)
E. Zhingel (Higher School of Economics, Moscow)

Contacts:

cqis.spb@gmail.com