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Title of Article

DYNAMICAL INVARIANTS OF INTEGRABLE DYNAMIC SYSTEMS WITH VARIABLE DISSIPATION


Issue
4
Date
2011

Article type
scientific article
UDC
531.552
Pages
356-357
Keywords
 


Authors
Shamolin Maksim Vladimirovich
NII mekhaniki Moskovskogo gosuniversiteta im. M.V. Lomonosova


Abstract
The paper presents results referred to geometric and dynamic invariant theory of completely integrable systems and also to the classification of integrable cases of low-dimensional and high-dimensional rigid body dynamics in a non-conservative force field.

File (in Russian)