Research interests
My area of research is algebraic combinatorics. More precisely, I investigate the combinatorial aspects in modular representation theory of reflection groups (and of their associated Hecke algebras), and of finite classical groups. I am in particular interested in the connections with quantum groups, via the theory of crystals and canonical bases. Insofar as possible, I like to use methods from combinatorics on words.
Research papers
My research articles can also be found on arXiv and on HAL.

The
𝔰𝔩∞ crystal combinatorics of higher level Fock spaces. With Emily Norton.
Preprint 2017. 
Heisenberg algebra, wedges and crystals.
Preprint 2016. 
Triple crystal action in Fock spaces.
Preprint 2016. 
Branching graphs for finite unitary groups in nondefining characteristic.
With
Gerhard Hiss.
Comm. Algebra 45 (2016), 561574 
HarishChandra series in finite unitary groups and crystal graphs.
With
Gerhard Hiss and
Nicolas Jacon.
International Mathematics Research Notices 22 (2015), 1220612250. 
Crystal isomorphisms in Fock spaces and Schensted correspondence in affine type A.
Algebras and Representation Theory 18 (2015), 10091046. 
Generalised canonical basic sets for ArikiKoike algebras.
Journal of Algebra 413 (2014), 364401.
PhD thesis
Decomposition matrices for ArikiKoike algebras and crystal isomorphisms in Fock spaces (available here).
Directed by Cédric Lecouvey and Nicolas Jacon, defended on July 1st, 2014.
Some beamer talks
 Ariki's theorem, for ARTY 2 (Erlangen, 810 June 2014).
 An analogue of the bumping algorithm in affine type A, for the 72nd Séminaire Lotharingien de Combinatoire (Lyon, 24 March 2014).
 Crystal isomorphisms in Fock spaces and Schensted correspondence in affine type A, for the Nikolaus conference (Aachen, 7 December 2013).
 Decomposition matrices of ArikiKoike algebras, for YRRT (Wuppertal, 7 October 2013) [picture!] and ARTY (Erlangen, 27 May 2013).
 Représentations du groupe symétrique, for the "Journée des Doctorants" (Blois, October 2012).