Billiard books realize all bases of Liouville foliations of integrable Hamiltonian systems
- 26 July 2021
- journal article
- Published by Steklov Mathematical Institute
- Vol. 212 (8), 89-150
- https://doi.org/10.4213/sm9468
Abstract
No abstract availableFunding Information
- Russian Foundation for Basic Research (19-01-00775-а)
- Foundation for the Advancement of Theoretical Physics and Mathematics Basis (19-8-2-5-1)
This publication has 20 references indexed in Scilit:
- Integrable topological billiards and equivalent dynamical systemsIzvestiya: Mathematics, 2017
- Интегрируемые топологические биллиарды и эквивалентные динамические системыИзвестия Российской академии наук. Серия математическая, 2017
- A topological classification of billiards in locally planar domains bounded by arcs of confocal quadricsSbornik: Mathematics, 2015
- Топологическая классификация биллиардов в локально плоских областях, ограниченных дугами софокусных квадрикPublished by Steklov Mathematical Institute ,2015
- Pseudo-integrable billiards and double reflection netsRussian Mathematical Surveys, 2015
- Псевдоинтегрируемые биллиарды и решетки двойных отраженийPublished by Steklov Mathematical Institute ,2015
- Description of singularities for billiard systems bounded by confocal ellipses or hyperbolasMoscow University Mathematics Bulletin, 2014
- Integrable Hamiltonian SystemsPublished by Taylor & Francis Ltd ,2004
- A TOPOLOGICAL INVARIANT AND A CRITERION FOR THE EQUIVALENCE OF INTEGRABLE HAMILTONIAN SYSTEMS WITH TWO DEGREES OF FREEDOMMathematics of the USSR-Izvestiya, 1991
- The symplectic topology of completely integrable Hamiltonian systemsRussian Mathematical Surveys, 1989