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Home > College of Liberal Arts > CLA Departments & Centers > Department of Mathematics > Seminars > Dynamical Systems

Dynamical Systems Seminar

 

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2019 2019

PDF

Renormalization, rigidity and universality, Saša Kocić

PDF

The Poincaré-Birkhoff Theorem: from celestial mechanics to symplectic topology, Samuel Lisi

2017 2017

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On the multiplicity of Reeb orbits, Jean Gutt

2016 2016

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Rigidity in dynamics: in memory of J.-C. Yoccoz, Saša Kocić

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Moving boundaries and dynamical systems: from lasers to dynamical Casimir effect, Nikola Petrov

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Computations in symplectic geometry, Luis Diogo

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Dynamics on Contact Manifolds, Samuel Lisi

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Homoclinic Intersections for Geodesic Flows on Convex Spheres, Pengfei Zhang

2015 2015

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On some mathematical problems related to the foundations of (classical) statistical mechanics, Alexander Grigo

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Existence of noncontractible periodic orbits of Hamiltonian system separating two Lagrangian tori on T*��n, Jinxin Xue

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Renormalization and rigidity theory of circle diffeomorphisms with a break, Saša Kocić

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Symplectic homology and loop spaces, Samuel Lisi

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Thermodynamic formalism and uniform mixing properties, Vaughn Climenhaga

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Perfect Reeb flows and action index relations, Başak Gürel

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Random Geometry in the Spectral Measure of the Circular Beta Ensemble, Tom Alberts

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Generalized Mazur-Ulam theorems and isometries of matrix spaces, Lajos Molnar

2014 2014

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Zeros of modular forms and Quantum Unique Ergodicity, Steve Lester

 
 
 

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