Winter semester 2023/2024

The Harmonic Analysis Seminar took place this semester on Tuesdays, from 11:30 to 13:00. The seminar took place in hybrid form, on site in SR10 (OMP1, second floor) and per Zoom.

Organizers: Karlheinz Gröchenig and Irina Shafkulovska.

This is in part a research seminar, where fundamental work in harmonic analysis is presented in a didactic manner, and also a venue for researchers to present their recent work. Often the seminar is offered as a graduate class within the Vienna School of Mathematics (VSM).

Schedule

Date	Presenter	Topic
10.10.2023	Franz Luef	Fourier restriction for operators and consequences for Weyl quantization
17.10.2023	Markus Faulhuber	Maximal polarization for periodic configurations on the real line
24.10.2023	Ilia Zlotnikov	Stability and Sampling in (quasi) shift-invariant spaces
31.10.2023	Irina Shafkulovska	Uncertainty principles for fractional Fourier transforms
07.11.2023	Martina Neuman	Fast convergence with scaled-truncated regularized sampling
14.11.2023	Driss Aadi	Multiple interpolation and sampling in standard weighted Bergman spaces of unit disk
21.11.2023	Martin Rathmair	Gabor phase retrieval via semidefinite programming
28.11.2023	Maurice de Gosson	Generalization of Pauli's Reconstruction Problem and Lagrangian Polar Duality
12.12.2023	Nicki Holighaus	Grid-like sets of stable sampling for the wavelet transform: An application of the oscillation method for continuous frames
09.01.2024	Antonio Cicone	The decomposition and analysis of nonstationary signals: A new perspective from the Mathematics for Signal Processing
16.01.2024	Clemens Karner	Spherical t-design curves from geodesic chains