I am a PhD student in fundamental mathematics at the Université Caen Normandie under the supervision of Eric Ricard. I am a member of the team GRAAL (Géométrie, Représentations, Algèbre, Analyse, Logique) at the Laboratoire de Mathématiques Nicolas Oresme.
My research lies at the intersection of Functional Analysis , Operator Algebra Theory and Fourier Analysis . My research focuses on Lp-boundedness problems in the context of noncommutative Fourier analysis . Such problems arise, for example, in the study of Fourier multipliers, Schur multipliers, and kernel operators. Originally formulated within classical analysis—that is, in the study of scalar-valued functions—these problems can also be investigated in the setting of noncommutative analysis, which here refers to the study of functions taking values in operator algebras. The associated formal framework is that of tracial von Neumann algebras , which provide a natural extension of classical measure theory.
Here is my CV.
Laboratoire de Mathématiques Nicolas Oresme
UFR des Sciences - Campus 2
F14032 Caen Cedex
Bureau : S3 108
The arXiv versions of my papers are provided below.
K-closedness results in Lp-spaces associated to tracial von Neumann algebras with filtrations,
Published in Journal of Functional Analysis
Volume 288, Issue 7, 1 April 2025, 110829. Arxiv:2407.12335v1.
K-closedness results in Lp-spaces associated to semicommutative tracial von Neumann algebras,
A remark on Pisier's method in real/complex interpolation of Lp-spaces,
A note on Gagliardo-Niremberg type inequalities,
China-Japan-Korea Conference on Functionnal Analysis , Harbin Institute of Technology, Harbin, China (August 2024)
Conference "Noncommutative analysis on groups and quantum groups" , Laboratoire de Mathématiques de Besançon, France (December 2023)
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