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Periodic points of quasianalytic Hamiltonian billiards by Novitskii, M.; Safarov, Yu. is a scholarly article available to read on EtoBox.

What is Periodic points of quasianalytic Hamiltonian billiards about?

We study absolutely periodic points and trajectories of Hamiltonian systems. Our main result is a necessary and sufficient for a Hamiltonian system to have the following property: if there exists one absolutely periodic trajectory then all trajectories are periodic with the same period.

Author

Novitskii, M.; Safarov, Yu.

Published

2001

Language

EN