A generalization of the Lax equation
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Maria Przybylska
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Article
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2001
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Elsevier Science
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English
β 215 KB
We propose a generalization of the standard Lax equation defined by means of an arbitrary action of a Lie algebra on a matrix differential manifold. We analyze properties of obtained equation and show examples with physical applications. In particular, certain constructions of Hamiltonian subclasses