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- W2120675071 abstract "Necessary and sufficient conditions in terms of symplectic connections, ensuring that the first variation equation of a Hamiltonian system along a fixed invariant symplectic submanifold is also a Hamiltonian system with respect to some admissible symplectic structure are obtained. The class of admissible symplectic structures is distinguished by means of the natural condition of compatibility with the symplectic 2-form in the ambient space. Possible obstructions to the existence of a Hamiltonian structure on the first variation equation are investigated." @default.
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- W2120675071 date "2000-04-30" @default.
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- W2120675071 title "Hamiltonian structures of the first variation equations and symplectic connections" @default.
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