Research
Research interests
Spaces of analytic functions (Hardy, Paley-Wiener, Bergman, Dirichlet, Fock, etc.), complex and harmonic analysis, operator theory, null-controllability and reachable space of parabolic equations, Schramm-Loewner Evolution, analysis of random spaces.
Publications
Sampling constants for dominating sets in generalized Fock spaces, with S. Konate. To appear in Studia Mathematica.
Reachable space of the Hermite-heat equation with boundary control, with A. Hartmann, SIAM Journal on Control and Optimization, 60(6) :3409–3429, 2022.
Separation of singularities for the Bergman space and application to control theory, with A. Hartmann, Journal de Mathématiques Pures et Appliquées, (9), 150 :181-201, 2021.
Dominating sets in Bergman spaces and sampling constants, with A. Hartmann, D. Kamissoko & S. Konate, Journal of Mathematical Analysis and Application, 495(2) :Paper No. 124755, 18, 2021.
Reachable states and holomorphic function spaces for the 1-D heat equation, Journal of Functional Analysis, 280(7) :Paper No. 108852, 17, 2021.
Other works
Le point de vue de Bohr des séries de Dirichlet by F. Bayart (2020), Edited, to appear in the series "Leçons de mathématiques et d’informatique d’aujourd’hui", Cassini.
Spaces of analytic functions and Reachable space of the heat equation, Ph.D thesis, Université de Bordeaux, Jan. 2021 (supervisor: A. Hartmann).