Analysis and Applied Mathematics Seminar - Spring 2021

Usually meets Monday at 4:00 pm in Zoom.
January 11
Wojciech Ożański
University of Southern California
Local regularity of weak solutions to the hypodissipative Navier--Stokes equations
January 18
No seminar
Martin Luther King Day
January 25
February 1
Annalaura Stingo
UC Davis
Almost-global well-posedness for 2d strongly-coupled wave-Klein-Gordon systems
February 8
February 15
February 22
March 1
March 8
Claire Lestringant
University of Cambridge
New 1D models for localisation in slender structures
March 15
Vincent Martinez
On unique ergodicity and mixing for the damped-driven stochastic KdV equation
March 22
No seminar
Spring Break
March 29
Youngjoon Hong
San Diego State University
Deep learning algorithm with the aid of numerical methods
April 5
David Padilla-Garza
TU Dresden
Large Deviation Principle for local empirical measure of Coulomb gases at intermediate temperature regime
April 12
Maria Pia Gualdani
UT Austin
Hardy inequalities for the Landau equation
April 19
Changhui Tan
University of South Carolina
The flow of polynomial roots under differentiation
April 26
Nathan Glatt-Holtz
Tulane University
A Bayesian approach to quantifying uncertainty in divergence free flows
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