Research

• Representation of partially ordered sets.
• Derived categories associated to finite posets.
• Quasi-hereditary algebras and highest-weight categories.
• Combinatorics of module categories and their derived categories.
• Modular representation of finite groups.
• Categories of Mackey functors and biset functors.

Publications

1. Equivalences between blocks of cohomological Mackey algebras (ArXiv)
   Math. Z. 280 (2015), no 1-2, 421-449.
2. Equivalences between blocks of p-local Mackey algebras (ArXiv)
   J. Algebra 428 (2015), 205-229.
3. race maps for Mackey algebras (ArXiv)
   J. Algebra 426 (2015), 288-312.
4. Quasi-hereditary property of double Burnside algebras (ArXiv)
   Comptes Rendus Mathématique. Vol 353, Issue 8, August 2015, pages 689-693.
5. On Morita and derived equivalences for cohomological Mackey algebras (ArXiv) With Markus Linckelmann.
   Math. Z. 289 (2018), 39--50.
6. On the wildness of Cambrian lattices (ArXiv) With Frédéric Chapoton.
   Algebr Represent Theor 22, 603–614 (2019).
7. Around evaluations of biset functors (ArXiv)
   Annales de l'Institut Fourier, Tome 69 (2019) no. 2, p. 805-843.
8. Exceptional and modern intervals of the Tamari lattice (ArXiv)
   Seminaire Lotharingien de Combinatoire, Université Louis Pasteur, In press.

Pre-publications

1. On derived equivalences for the poset of generalized intervals (ArXiv) With Frédéric Chapoton and Sefi Ladkani.
   Preprint (2018).

2. The bounded derived categories of the Tamari lattices are fractionally Calabi-Yau(ArXiv)
   Preprint (2018).

3. Combinatorics of faithfully balanced modules(ArXiv) With William Crawley-Boevey, Biao Ma and Julia Sauter.
   Preprint (2019).

Other documents

1. Équivalences de blocs d'algèbres de Mackey Phd thesis under the direction of Serge Bouc.

Translations: fr