Mohammad Shirazi (McGill)

Title:Schiffer operator corresponding to Riemann surfaces with finitely many borders

Abstract: In this talk, a brief history of the Schiffer operator on the complex plane, on the Riemann sphere, and (some type of) Riemann surfaces will be reviewed. Some of my thesis' results concerning the development of this operator on Riemann surfaces (open, with finitely many borders, each homeomorphic to S^1) will be presented. We will see when the Schiffer operator is a bounded isomorphism.

For Zoom meeting information please contact dmitry.jakobson [at] mcgill.ca