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Algebraic Structures in Integrable Systems
December 7, 2012 14:00–14:50, Moscow, M.V. Lomonosov Moscow State University
 


Integrable ODEs with matrix variables (3 lecture of mini-course)

V. V. Sokolov

Landau Institute for Theoretical Physics, Russian Academy of Sciences
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Flash Video 402.0 Mb
Flash Video 1,999.8 Mb
MP4 1,522.9 Mb
Supplementary materials:
Adobe PDF 463.5 Kb

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V. V. Sokolov



Abstract: We present matrix generalizations of classical integrable PDEs and ODEs. We consider a special class of Poisson brackets related to ODE systems with matrix variables, investigate general properties of quadratic brackets of this type and associated double Poisson brackets.

Supplementary materials: sokolov3.pdf (463.5 Kb)

Language: English
Series of lectures
 
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