Seminário Segunda 20/03

Prof. Vladimir Sokolov

Title: "Symmetry approach to integrability of differential equations".
Space-time location: S-206-0, SA, Monday, 20/03, 14:00


Abstract. We discuss the symmetry approach to integrability of partial
differential equations with two independet variables. Main definitions are
given and examples is considered. A classification of integrable
equations of the Korteweg-de Vries type is presented. We show that some
special classes of integrable polynomial multi-component models are
closely related to Jordan
and left-symmetric algebras and to Jordan triple systems.

Prof. Sokolov works in the Landau Insitute (Moscow). Now he is also a
visitng researcher at USP with a fellowship from FAPESP. He is an
author of many well known results. Among them - the so called
Drinfeld-Sokolov reductions which is a very important contribution to
the theory of affine algebras.

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Pós Graduação em Matemática

Mestrado e Doutorado em Matemática

 

Universidade Federal do ABC - UFABC

UFABC

Email: ppg.matematica@ufabc.edu.br

Telefone para contato: 11-4996-0088 e 4996-0099.

Endereço: Av dos Estados, 5001 - Bairro Bangu - Santo André - SP

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