Main research interests

• Operator Algebraic Quantum Groupoid Theory;
• Dynamics of Operator Algebraic Quantum Groups;
• Subfactor Theory; C*-Dynamical Systems;
• Category Theory; Representation Theory;
• Noncommutative Geometry.

Publications and Preprints

• Publications
• Tannaka-Krein reconstruction and ergodic actions of easy quantum groups (with A. Freslon and S. Wang)
  In Communications in Mathematical Physics 399 (2023) [doi][arXiv]
• Quantum transformation groupoids: An algebraic and analytical approach
  PhD thesis (2018) [hal][slides]


• Preprints
• Classical actions of quantum permutation groups (with A. Freslon and S. Wang)
  Preprint 2023 [arXiv] (submitted)
• Algebraic quantum transformation groupoids of compact type
  LMO preprint [arXiv] (submitted)
• Yetter-Drinfeld algebras over a pairing of multiplier Hopf algebras
  LMO preprint [arXiv] (submitted)
• Notes on Yetter-Drinfeld algebras over Hopf algebras
  LMO preprint [arXiv]


• In preparation:
• The Kac-Takesaki operator of an algebraic quantum groupoid
• Locally compact quantum groupoids arising from algebraic quantum transformation groupoids

Other writings

• An introduction to quantum symmetries, 2021.
• Hilbert C*-modules and applications, 2013. (in french)
• Triangulated and derived categories, 2010. (in spanish)
• Derived functors on abstract abelian categories, 2009. (in spanish)