29 November 2021 to 3 December 2021
Online
Europe/Moscow timezone

Pavel Gubkin: On asymptotic boundary behaviour of orthogonal polynomials and Dirac's eigenfunctions

2 Dec 2021, 18:05
45m
Online

Online

ZOOM streaming at: https://us02web.zoom.us/j/675315555?pwd=aEVYbHZWL2F0aE9PUXVYUjB4a21ydz09

Speaker

Pavel Gubkin

Description

The talk will consist of two parts. We start with the discussion of an asymptotic boundary behaviour of orthogonal polynomials on the unit circle and formulate a theorem by A. Mate, P. Nevai and V. Totik on average almost everywhere convergence. Then we discuss how the techniques from this area can be used in studying the differential operators of Dirac type.

Presentation Materials

There are no materials yet.