Main research interests
- Operator Algebraic Quantum Groupoid Theory;
- Dynamics of Operator Algebraic Quantum Groups;
- Subfactor Theory; C*-Dynamical Systems;
- Representation Theory; Category Theory;
- Noncommutative Geometry, Noncommutative Algebraic Geometry.
Publications and preprints
- Publications
- Classical actions of quantum permutation groups (with Amaury Freslon and Simeng Wang)
Journal of Operator Theory, in press [arXiv]
- Tannaka-Krein reconstruction and ergodic actions of easy quantum groups (with Amaury Freslon and Simeng Wang)
Communications in Mathematical Physics 399 (2023), 105-172 [doi][arXiv]
- Quantum transformation groupoids: An algebraic and analytical approach
PhD thesis (2018) [hal][slides]
- Preprints
- Algebraic quantum transformation groupoids of compact type
submitted [arXiv]
- Yetter-Drinfeld algebras over a pairing of multiplier Hopf algebras
submitted [arXiv]
- Notes on Yetter-Drinfeld algebras over Hopf algebras
[arXiv]
Other writings
- Hilbert C*-modules and applications. Master dissertation (in french)
- On triangulated and derived categories. Research report (in spanish)
- Derived functors on abelian categories. Research report (in spanish)