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Liouville-arnold integrability of the pentagram map on closed polygons
Valentin Ovsienko
, Richard Evan Schwartz
,
Serge Tabachnikov
Mathematics
Anatole Katok Center for Dynamical Systems and Geometry
Research output
:
Contribution to journal
›
Article
›
peer-review
38
Scopus citations
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Dive into the research topics of 'Liouville-arnold integrability of the pentagram map on closed polygons'. Together they form a unique fingerprint.
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Keyphrases
Integrability
100%
Pentagram Map
100%
Liouville
100%
Moduli Space
80%
Polygon
60%
Foliation
40%
Monodromy
40%
Integrable Systems
20%
Schwartz
20%
Poisson Structure
20%
Quasi-periodic
20%
Projective Plane
20%
Convex Polygon
20%
Level Surface
20%
Discrete Dynamical Systems
20%
Completely Integrable
20%
Algebraic Combinatorics
20%
Large Space
20%
Space Clusters
20%
Algebra System
20%
Mathematics
Polygon
100%
Pentagram
100%
Projective Plane
28%
Poisson Structure
14%
Algebraic Combinatorics
14%
Projective Geometry
14%
Discrete Dynamical System
14%