Progress in Harmonic Analysis and Geometric Measure Theory
April 11-12, 2014
Mini-Course Presenters
Talks
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Ryan
Alvarado,
University of Missouri, The Dirichlet Problem with Data in Hardy Spaces
for Elliptic Systems in the Upper-Half Space
-
Kevin Brewster, University of Missouri, Extension Operators for Weighted Sobolev Spaces in Lipschitz Domains
-
Daniel Brigham, University of Missouri, Existence of Optimal Quasi-Metrics and
Consequences for Hardy Spaces
-
Paulo Liboni, Universidade Federal de
São Carlos, A Mean Value Theorem for Metric Spaces
-
Nsoki Mavinga, Swarthmore College, Bifurcation and Multiplicity for Elliptic
Equations with Nonlinear Boundary
Conditions
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Jessica Merhej, University of Washington, On the Regularity of Rectifiable n-Varifolds in the Critical Dimension n
-
Camelia Pop, University of Pennsylvania, Smoothness of Solutions and Harnack
Inequality for Kimura Diffusion Operators
-
Ahmad Sabra, Temple University, The Reflector Problem and the Inverse-Square Law
-
Brock Schmutzler, University of Missouri, Boundary Value Problems for the Stokes
System on Rough Subdomains of
Riemannian Manifolds
Poster Session
- Hussein Awala, Temple University, The Mixed Problem for the
Laplacian in Polygonal Domains
-
Isaac Harris, University of Delaware, Transmission Eigenvalues and
Non-destructive Testing of Anisotropic Magnetic Materials with Voids
-
Shixu Meng, University of Delaware, The Factorization Method for a Cavity in an Inhomogeneous Medium
- Luca Pallucchini, Temple University, On embedding in R^n of
Analytic Riemannian Manifolds
- Scott Rome, Drexel University, Asymptotic Expansions for the Transmission Eigenvalues of a Scatterer with Small Inhomogeneities
- Eric Stachura, Temple University, The Near Field Refractor Problem with Loss of Energy
Schedule...
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Location
Sponsors
Department of Mathematics and College of Science and Technology, Temple University, and National Science Foundation
Organizers
Irina Mitrea and Elia Ziade;