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Research
Research Areas
Analyse classique en mathématiques pures
Analyse moderne en mathématique
Calcul des variations, théorie des systèmes et théorie du contrôle
Équations différentielles ordinaires et équations aux dérivées partielles
This field currently contains no data.
Calculus of variations, systems theory and control theory
Classical analysis in pure mathematics
Mathematical physics
Modern analysis in mathematics
Research Networks
This field currently contains no data.
Publications
9 of 6
2024
Observability of the heat equation from very small sets
Green A.W., Balc’h K.L., Martin J., Orsoni M.-A.
Green A.W., Balc’h K.L., Martin J., Orsoni M.-A.
arXiv
Autre
Other
2024
Sampling constants for dominating sets in generalized Fock spaces
Konate S., Orsoni M.-A.
Konate S., Orsoni M.-A.
Studia Mathematica
Article de revue
Journal article
2022
REACHABLE SPACE OF THEE HERMITE HEAT EQUATION WITH BOUNDARY CONTROL
Hartmann A., Orsoni M.-A.
Hartmann A., Orsoni M.-A.
SIAM Journal on Control and Optimization
Article de revue
Journal article
2021
Reachable states and holomorphic function spaces for the 1-D heat equation
Orsoni M.-A.
Orsoni M.-A.
Journal of Functional Analysis
Article de revue
Journal article
2021
Separation of singularities for the Bergman space and application to control theory
Hartmann A., Orsoni M.-A.
Hartmann A., Orsoni M.-A.
Journal des Mathematiques Pures et Appliquees
Article de revue
Journal article
2021
Dominating sets in Bergman spaces and sampling constants
Hartmann A., Kamissoko D., Konate S., Orsoni M.-A.
Hartmann A., Kamissoko D., Konate S., Orsoni M.-A.
Journal of Mathematical Analysis and Applications
Article de revue
Journal article
This field currently contains no data.
Fields of interest
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Funded Research Projects
Present
Control of parabolic partial differential equations
Programme: Subventions à la découverte SD (individuelles et d'équipe)
Organisme(s) subventionnaire(s): Conseil de recherches en sciences naturelles et génie Canada, Université Laval - Fonds internes
- Program: Subventions à la découverte SD (individuelles et d'équipe)
Granting organization(s): Conseil de recherches en sciences naturelles et génie Canada, Université Laval - Fonds internes
Du 1 avril 2026 au 31 mars 2031
Control of parabolic partial differential equations
Programme: Supplément Tremplin vers la découverte
Organisme(s) subventionnaire(s): Conseil de recherches en sciences naturelles et génie Canada
- Program: Supplément Tremplin vers la découverte
Granting organization(s): Conseil de recherches en sciences naturelles et génie Canada
Du 1 avril 2026 au 31 mars 2027