M. Golitsyna

will speak on

Overconvergence properties of harmonic homogeneous polynomial expansions with gaps

Time: 3:00PM
Date: Tue 5th December 2017
Location: SCN 125 [map]

Abstract: The series expansions of holomorphic functions with gaps have been
studied since the beginning of the twentieth century and found
applications in the recent study of universal Taylor series. In
this talk I will discuss analogous theory for harmonic functions
and its application to show non-existence of universal harmonic
homogeneneous expansions on certain type of domains in $R^N$.

(This talk is part of the Analysis series.)

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