Schedule

All activities will take in the Monteith Building (campus map), home of the Mathematics Department

The building is located across the street from Mirror Lake

Marius Beceanu University at Albany, SUNY

The Schroedinger equation with a random time-dependent potential

Blair Davey City College of New York, CUNY

A Quantification of the Besicovitch Projection Theorem and Its Generalizations

Maxim Derevyagin University of Connecticut

On Szegö's Theorem for a Nonclassical Case and Its application

Alyssa Genschaw University of Connecticut

Parabolic Measure

Junggang Li Brown University

Sharp Adams and Hardy-Adams Inequalities on Hyperbolic Spaces

Zongyuan Li Brown University

Strong and Classical Solutions to the Oblique Derivative Problem

Sean McCurdy Carnegie Mellon University

Unique Continuation on Convex Domains

Lisa Naples University of Connecticut

Rectifiability of Doubling Measures in Hilbert Space

Mihai Stoiciu Williams College

Random Unitary Matrices and Matrix Models for Circular Beta Ensemble

Cheng Zhang University of Rochester

Interior Estimates for the Eigenfunctions of the Fractional Laplacian on a Bounded Euclidean Domain

Scott Zimmerman University of Connecticut

Whitney Extension Theorems in the Heisenberg Group