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Title:
Quasi-periodic solutions to nonlinear PDE's

Speaker:
Wei-Min Wang

Abstract:
We present a new approach to the existence of time quasi-periodic solutions to nonlinear PDE's. It is based on the method of Anderson localization, harmonic analysis and algebraic analysis. This can be viewed as an infinite dimensional analogue of a Lagrangian approach to KAM theory, as suggested by J. Moser.

Link:
https://www.ias.edu/video/analysis/2017/1026-Wei-MinWang