On the lower bounds for the number of periodic billiard trajectories in manifolds embedded in Euclidean space

Details On the lower bounds for the number of periodic billiard trajectories in manifolds embedded in Euclidean space On the lower bounds for the number of periodic billiard trajectories in manifolds embedded in Euclidean space

2001-12-18

arxiv.org/abs/math/0112178v1

Mathematics

Algebraic Topology

M.S. thesis. 13 pages, 1 figure

Scientific paper

In this paper the problem of estimating the number of periodical billiard
trajectories is considered. The main result is the theorem on Morse theory for
periodical billiard trajectories.

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