Pages that link to "Item:Q2027873"
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The following pages link to Realization of the numerical invariant of the Seifert fibration of integrable systems by billiards (Q2027873):
Displaying 14 items.
- The Liouville foliation of the billiard book modelling the Goryachev-Chaplygin case (Q785958) (← links)
- Liouville foliations of topological billiards with slipping (Q829070) (← links)
- Local modeling of Liouville foliations by billiards: implementation of edge invariants (Q1980447) (← links)
- Topology of Liouville foliations of integrable billiards on table-complexes (Q2095617) (← links)
- Billiard ordered games and books (Q2125713) (← links)
- Billiards with changing geometry and their connection with the implementation of the Zhukovsky and Kovalevskaya cases (Q2239359) (← links)
- Topology of isoenergy 5-surfaces of a three-axial ellipsoid with a Hooke potential (Q2700033) (← links)
- Obstructions for Seifert fibrations and an extension of the Bolsinov-Fomenko theorem on integrable Hamiltonian systems (Q4501466) (← links)
- Topological classification of billiards bounded by confocal quadrics in three-dimensional Euclidean space (Q5072215) (← links)
- Realizing integrable Hamiltonian systems by means of billiard books (Q5082249) (← links)
- Modeling the degenerate singularities of integrable billiard systems by billiard books (Q6155006) (← links)
- Billiards and integrable systems (Q6492353) (← links)
- Billiard with slipping at any rational angle (Q6492383) (← links)
- Topology of isoenergy surfaces of billiard books glued of annuli (Q6632307) (← links)
