Video library: V. V. Sokolov, Non-associative algebras and polynomial integrable systems (2 lecture of mini-course)

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Algebraic Structures in Integrable Systems
December 5, 2012 10:00–11:00, Moscow, M.V. Lomonosov Moscow State University

Non-associative algebras and polynomial integrable systems (2 lecture of mini-course)

V. V. Sokolov

Landau Institute for Theoretical Physics, Russian Academy of Sciences

*Supplementary materials:*
	Adobe PDF	500.7 Kb

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Abstract: We establish relations between integrable multi-component generalizations of known integrable models such as the Burgers, KdV, MkdV and NLS equations and algebraic structures of Jordan algebra type.

Supplementary materials:

sokolov2.pdf (500.7 Kb)

Language: English

Series of lectures

Symmetry approach to classification of integrable PDEs (1 lecture of mini-course)
V. V. Sokolov, December 3, 2012 11:30
Non-associative algebras and polynomial integrable systems (2 lecture of mini-course)
V. V. Sokolov, December 5, 2012 10:00
Integrable ODEs with matrix variables (3 lecture of mini-course)
V. V. Sokolov, December 7, 2012 14:00

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