Previous Conferences & Workshops

Ribbon graphs capture the topology of open Riemann surfaces in an elementary combinatorial form. One can hope this is the first step toward a general theory for open symplectic manifolds such as Stein manifolds. We will discuss progress toward such...

We will hear from two passionate creators of successful mentoring programs in math for high school kids in educationally challenged environments. They will give back-to-back talks about their experiences and educational insights.
Rajiv Gandhi: "From...

Abstract: One of the principles of the endoscopic classification is that if an automorphic representation of a classical group is non-tempered at any place, then it should arise as a transfer from an endoscopic subgroup. One also knows that any...

Abstract: One of the principles of the endoscopic classification is that if an automorphic representation of a classical group is non-tempered at any place, then it should arise as a transfer from an endoscopic subgroup. One also knows that any...

Abstract: The analytic torsion of a compact Riemannian manifold is a certain invariant which is defined via the Laplace-Beltrami operator. By the Cheeger-Mueller theorem it equals the Reidemeister torsion of that manifold and can therefore often be...

Abstract: Let $R>0$. The R-thin part of a locally symmetric space is defined as the set of points where the R-ball is not isometric to an R-ball in the universal cover. Recently Abert et al. showed that if X is a higher rank symmetric space whose...

Boolean function analysis traditionally studies Boolean functions on the Boolean cube, using Fourier analysis on the group Z_2^n. Other domains of interest include the biased Boolean cube, other abelian groups, and Gaussian space. In all cases, the...

(Joint work with J. Palmer) Suppose that $\phi_t: L \to X, t \in [0,T]$ is a family of Lagrangian immersions flowing under a Maslov flow such as a reverse mean curvature flow, or reverse mean curvature flow coupled to a K\"ahler-Ricci flow as...