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Pentagram map
On Generalizations of the Pentagram Map: Discretizations of Agd Flows
Pentagram Map, Twenty Years After
Dynamics of the Pentagram Map Supervised by Dr
Fun Problems in Geometry and Beyond
A Family of Projectively Natural Polygon Iterations
On Integrable Generalizations of the Pentagram Map
Lectures on Pentagram Maps and Kdv Hierarchies
The Geometry of Dented Pentagram Maps
Arxiv:1803.00726V4 [Nlin.SI] 4 Mar 2021
The Pentagram Map and Y-Patterns Max Glick
Non-Integrability Vs. Integrability in Pentagram Maps
The Pentagram Map on Grassmannians Tome 69, No 1 (2019), P
Pentagrams, Inscribed Polygons, and Prym Varieties
The Limit Point of the Pentagram Map and Infinitesimal Monodromy,” International Mathematics Research Notices, Vol
On Singularity Confinement for the Pentagram Map Max Glick
Y -Meshes and Generalized Pentagram Maps Max Glick, Pavlo Pylyavskyy
Arxiv:2012.02400V2 [Math.MG] 14 Jun 2021
The Pentagram Map: a Discrete Integrable System
Top View
A Note on the Pentagram Map and Tropical Geometry 3
Curriculum Vitae
Lectures on Pentagram Maps and Kdv Hierarchies
Arxiv:2108.07604V1 [Math.DS] 17 Aug 2021 a Textbook Case of Pentagram Rigidity
0.5 Setgray0 0.5 Setgray1 on INTEGRABLE GENERALIZATIONS of the PENTAGRAM MAP 1. Introduction the Pentagram Map Is Defined On
Quasiperiodic Motion for the Pentagram Map Valentin Ovsienko, Richard Schwartz, Serge Tabachnikov
Quasiperiodic Motion for the Pentagram Map
Pentagram Map, Complete Integrability and Cluster Manifolds
Symbolic Analysis C6 Workshop at Focm 2011
The Geometry of Dented Pentagram Maps Arxiv:1308.5363V3 [Math.DS] 8 Dec 2014
The Pentagram Map: Combinatorial and Geometric Perspectives
Pentagram Maps and Integrable Hierarchies
Higher Pentagram Maps, Weighted Directed Networks, and Cluster Dynamics
The Limit Point of the Pentagram Map
The Pentagram Map in Higher Dimensions and Kdv Flows
The Pentagram Map Is Recurrent Richard Evan Schwartz
Mathematisches Forschungsinstitut Oberwolfach Discrete Differential Geometry