Seminar
Local error estimation in FEM for an optimal recovery problem
In this talk we consider optimal recovery of the solution to an elliptic boundary value problem. It is assumed that boundary data are unknown. Compensating information is provided in the form of a finite number of measurements of the solution, but even with this additional information solution of this problem is not unique. We will discuss an optimal recovery framework for determining a "best possible" version of the solution and define its finite element approximation.
Towards a tamely ramified local geometric Langlands correspondence for p-adic groups
Deformation functors
On Lagrangianity of p-supports of holonomic D-modules and q-D-modules
Untangling knots by forgetting your times tables: From groups to nonassociative knot invariants
A result of Manin for elliptic curves and an analogue in dimension three
!! CANCELLED TO BE RESCHEDULED 3-Bootstrap Percolation on Grids and Tori
Apologies for the late notice. This seminar is cancelled.
!! CANCELLED TO BE RESCHEDULED I Heard There Was a Secret Chord !!
The Undergraduate Mathematics Seminar in the Department of Mathematics at the University of Pittsburgh is pleased to offer the following public talk on Math and Music by Professor Neal Bushaw, Ph.D., Virginia Commonwealth University.
Zoom Link (Slides and Audio Only): https://pitt.zoom.us/j/94167428125, Meeting ID: 941 6742 8125, Passcode: 232630