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Title
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Integrable billiard systems realize toric foliations on lens spaces and the 3-torus
Vedyushkina V.V.
Topological classification of billiards bounded by confocal quadrics in three-dimensional Euclidean space
Belozerov G.V.
Geodesic flow on an intersection of several confocal quadrics in $\mathbb{R}^n$
Belozerov G.V.
Topological classification of integrable geodesic billiards on quadrics in three-dimensional Euclidean space
Belozerov G.V.
Topological analysis of the pseudo-Euclidean Euler top for special values of parameters
Altuev M.K., Kibkalo V.A.
An elliptic billiard in a potential force field: classification of motions, topological analysis
Kobtsev I.F.
Topological analysis of a billiard bounded by confocal quadrics in a potential field
Pustovoitov S.E.
Realization of geodesic flows with a linear first integral by billiards with slipping
Vedyushkina V.V., Zav'yalov V.N.
Billiards bounded by arcs of confocal quadrics on the Minkowski plane
Karginova E.E.
Topological type of isoenergy surfaces of billiard books
Vedyushkina V.V.
The Fomenko–Zieschang invariants of nonconvex topological billiards
Vedyushkina V.V.
Billiard with slipping at any rational angle
Zav'yalov V.N.
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