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Harmonic Analysis and Partial Differential Equations

Organizer(s):
Name:	Affiliation:	Country:
William Bray	Missouri State University	USA
Dorina Mitrea	Baylor University	USA

Abstract:

Historically, harmonic analysis and partial differential equations form key corner stones of mathematics, with close ties. Focal points for the session are topics in either area and, in particular,the interplay between them. Keywords include, but are not limited to: boundary value problems, norm estimates, Fourier analysis, Radon transforms, singular integrals, notions from geometric measure theory such as harmonic measure and rectifiability.

List of approved abstract
Name	Affiliation	Title
Cherif Amrouche	University de Pau et des Pays de l`Adour	Elliptic Problems in Smooth and Non Smooth Domains
Paul Hagelstein	Baylor University	A Theorem of Besicovitch and a Generalization of the Birkhoff Ergodic Theorem
Narek Hovsepyan	Temple University	Optimal error estimates for analytic continuation in reproducing kernel Hilbert spaces
Han Liu	University of Illinois at Chicago	Anomalous dissipation of energy and helicity for the electron-MHD system