Myrto Manolaki

will speak on

Growth of optimal polynomial approximants in weighted Hardy spaces

Time: 4:15PM
Date: Tue 3rd December 2019
Location: Seminar Room SCN 1.25 [map]

Abstract: The notion of optimal polynomial approximants arises naturally from classical problems in function theory. Such polynomials approximate, in some optimal sense, reciprocals of functions in certain weighted Hardy spaces on the open unit disc. In this talk, I will present some results on the growth and the convergence properties of optimal approximants of reciprocals of polynomials with simple roots.

(Joint work with Catherine Beneteau and Daniel Seco.)

(This talk is part of the Analysis series.)

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