On Two-Dimensional Polynomially Integrable Billiards on Surfaces of Constant Curvature |
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| Authors: | Glutsyuk A A |
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| Institution: | 1.CNRS, France (UMR 5669 (UMPA, ENS de Lyon) and UMI 2615 (Interdisciplinary Scientific Center J.-V. Poncelet)) National Research University Higher School of Economics, Moscow, Russia
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| Abstract: | Doklady Mathematics - The algebraic version of the Birkhoff conjecture is solved completely for billiards with a piecewise C2-smooth boundary on surfaces of constant curvature: Euclidean plane,... |
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