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2005 / March Volume 32 No.1
Cup-length estimate for periodic solutions of continuous Hamiltonian systems on the symplectic manifolds
Published Date
2005 / March
Title
Cup-length estimate for periodic solutions of continuous Hamiltonian systems on the symplectic manifolds
Author
Guangcun Lu
Keyword
Hamiltonian system, periodic solution, Arnold conjecture
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Pagination
69-76
Abstract
In this note we give the cup-length estimate of numbers of periodic solutions of the Hamiltonian system defined by a time-dependent $C^1$-function on the closed symplectic manifolds $(M, \omega)$ with $\omega \mid_{\pi2(M)} = 0 \ $.
AMS Subject
Classification
not available
Received
2002-01-25
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