Richard Evan Schwartz
Affiliations: | 1997-2005 | University of Maryland, College Park, College Park, MD | |
2005- | Mathematics | Brown University, Providence, RI |
Area:
Geometry and topology, dynamical systemsWebsite:
https://www.math.brown.edu/~res/Google:
"Richard Evan Schwartz"Bio:
https://www.math.brown.edu/~res/cv.html
https://www.genealogy.math.ndsu.nodak.edu/id.php?id=18909
Parents
Sign in to add mentorWilliam P. Thurston | grad student | 1991 | Princeton | |
(The Limit Sets Of Some Infinitely Generated Schottky Groups.) |
Children
Sign in to add traineeJeong-Hwan Jang | grad student | 2001 | University of Maryland |
Blake P. Pelzer | grad student | 2006 | University of Maryland |
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Publications
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Drach K, Schwartz RE. (2020) A Hyperbolic View of the Seven Circles Theorem The Mathematical Intelligencer. 42: 61-65 |
Morier-Genoud S, Ovsienko V, Schwartz RE, et al. (2014) Linear difference equations, frieze patterns, and the combinatorial Gale transform Forum of Mathematics, Sigma. 2 |
Ovsienko V, Schwartz RE, Tabachnikov S. (2013) Liouville-arnold integrability of the pentagram map on closed polygons Duke Mathematical Journal. 162: 2149-2196 |
Schwartz RE. (2011) Outer billiards on the Penrose kite: Compactification and renormalization Journal of Modern Dynamics. 5: 473-581 |
Schwartz RE, Tabachnikov S. (2010) Elementary Surprises in Projective Geometry Mathematical Intelligencer. 32: 31-34 |
Ovsienko V, Schwartz R, Tabachnikov S. (2010) The Pentagram Map: A Discrete Integrable System Communications in Mathematical Physics. 299: 409-446 |
Ovsienko V, Schwartz R, Tabachnikov S. (2009) Quasiperiodic Motion for the Pentagram Map Electronic Research Announcements in Mathematical Sciences. 16: 1-8 |
Schwartz RE. (2008) Discrete monodromy, pentagrams, and the method of condensation Journal of Fixed Point Theory and Applications. 3: 379-409 |
Schwartz RE. (2007) Affine Subdivision, Steerable Semigroups, and Sphere Coverings Pure and Applied Mathematics Quarterly. 3: 897-926 |
Schwartz RE. (2006) A conformal averaging process on the circle Geometriae Dedicata. 117: 19-46 |