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International Workshop «Geometric Structures in Integrable Systems»
October 31, 2012 14:40–15:20, Moscow, M.V. Lomonosov Moscow State University 		 

Integrable nonhomogeneous hydrodynamic type systems

V. V. Sokolov

Landau Institute for Theoretical Physics, Russian Academy of Sciences
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Adobe PDF 154.0 Kb

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V. V. Sokolov



Abstract: 1+1 nonhomogeneous hydrodynamic type systems equipped by a Lax representation with movable singularities are investigated. A wide class of examples for arbitrary number of dependent variables is presented. A complete classification of two-component systems is given.

Supplementary materials: gsis_vsokolov.pdf (154.0 Kb)

Language: English
 
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