European Companies Search Engine
EU funding (€226,421): Schur multipliers, rigidity and noncommutative Harmonic Analysis Hor13 Apr 2026 EU Research and Innovation programme "Horizon"
Overview
Text
Schur multipliers, rigidity and noncommutative Harmonic Analysis
The proposal Schur-Rigidity NCHA (Schur multipliers, rigidity and noncommutative Harmonic Analysis) deals with questions in pure mathematics at the intersection of harmonic analysis, operator algebras and group theory. Its aim is provide the applicant Eduardo Tablate with the perfect environment to make a significant impact in these latter two fields, which are well-represented in Lyon, using his recognized expertise in classical harmonic analysis. The objectives involve more precisely investigations on boundedness properties of Schur multipliers, parallel to boundedness of Fourier multipliers in classical harmonic analysis, and with applications to the structure of group von Neumann algebras, their non-commutative Lp spaces. A focus will be made on semisimple groups and their lattices and also on free groups. Another objective is to explore further aspects of non-commutative Calderon-Zygmund theory. The common inspiration for these projects is the understanding that advanced harmonic analysis techniques can be effectively adapted in such a non-commutative settings and have a significative impact.
Funded Companies:
| Company name | Funding amount |
| Centre National de la Recherche Scientifique CNRS | €226,421 |
Source: https://cordis.europa.eu/project/id/101283404
The filing refers to a past date, and does not necessarily reflect the current state. The current state is available on the following page: Centre National de la Recherche Scientifique, Paris, France.