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Oct. 24: Maciej Zworski (Berkeley)

Title: Microlocal methods in chaotic dynamics  


Microlocal analysis exploits mathematical manifestations of the classical/quantum (particle/wave) correspondence and has been a successful tool in spectral theory and partial differential equations.¬† Recently, microlocal methods have been applied to the study of classical dynamical problems, in particular of chaotic (Anosov, Axiom A) flows. I will survey results obtained with Dyatlov and present some more recent results of, among others, Guillarmou, Dang–Riviere, Shen, Bonthonneau–Weich.

Wednesday, October 24, 4:30 – 5:30 p.m.

Mathematics 520
Tea will be served at 4:00 p.m.

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