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Institute of Mathematics

Quantified Beurling's Uncertainty Principle for Fourier Transforms

Lecture announcement

As part of the advanced seminar Analysis/Numerics

Prof Dr Jasson Vindas Diaz
(Ghent University, Belgium)

about

Quantified Beurling's Uncertainty Principle for Fourier Transforms

Abstract: The uncertainty principle in harmonic analysis states that a non-zero function and
its Fourier transform cannot be simultaneously too sharply localised. There are numerous
precise mathematical formulations of this meta-theorem.

 

The talk is based on collaborative work with Lenny Neyt (University of Vienna).

The talk will take place on Thursday, 18 June 2026
at 14:30 - 15:30 in room W01 1-117


Interested parties are cordially invited.

 

 

18.06.2026 14:30 – 15:30


EVENTS

(Changed: 22 Apr 2026)  Kurz-URL:Shortlink: https://uol.de/p12367c157253en
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