Outer Billiard outside a Regular Dodecagon


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The existence of an aperiodic orbit for an outer billiard outside a regular dodecagon is proved. It is shown that almost all orbits of such an outer billiard are periodic, and all possible periods are explicitly listed. The proofs of the theorems make use of computer calculations.

作者简介

F. Rukhovich

Moscow Institute of Physics and Technology (State University)

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