CNRS senior scientist (directeur de recherche CNRS)
Institut Élie Cartan de Lorraine, Université de Lorraine, Nancy, France
News:
- With my postdoctoral associate Lucas Teyssier, we solved a conjecture of Aldous on the mixing time of a Markov chain on cladograms (=unrooted nonplane binary trees with labeled leaves). The preprint is here.
- As part of the research project LOUCCOUM (for Large Objects Under Combinatorial Constraints and Outside Uniform Models), funded by the ANR (French National Research Agency), we have organized a research school at CIRM in June 2026 (8th-12th). The main lecturers were Jean-François Marckert (Bordeaux), Sumit Mukherjee (Columbia) and Fiona Skerman (Uppsala).
Some research topics:
- Scaling limits and mixing time of Markov chains on combinatorial objects;
- Random permutations, patterns and permutons (see a picture of the Brownian separable permuton);
- Meanders and meandric systems;
- Central limit theorems for sums of weakly dependent variables:
I have recently introduced a new tool, weighted dependency graphs, to obtain this kind of results;
- Large deviation theory, in particular for random combinatorial structures;
- Algebraic combinatorics, and in particular combinatorics in the symmetric group algebra and its representations (Young diagrams, factorizations in symmetric groups and associated graphs embedded in surfaces, Jucys-Murphy elements) ;
Short CV:
- 2023-now: CNRS senior scientist (directeur de recherche) in IECL, Nancy.
- 2020-2023: CNRS junior scientist (chargé de recherche) in IECL, Nancy. Habilitation thesis (HDR) defended in Sepember, 2021.
- 2013-2020: Assistant professor of Pure Mathematics at the University of Zurich.
- 2013: Cours Peccot in College de France.
- 2009-2013: CNRS junior scientist (chargé de recherche) in LaBRI (University Bordeaux 1).
- 2006-2009: PhD candidate in LIGM (University Paris-Est Marne-La-Vallée).
You can also have a look at my detailed CV (version of May 2024, in French).
Contact:
firstname "dot" lastname "at" univ-lorraine "dot" fr
Valentin Féray, office 514
Institut Élie Cartan de Lorraine
Université de Lorraine, Site de Nancy
Boîte postale 70239
F-54506 Vandoeuvre-lès-Nancy
