Research
Interests
Probability theory and Mathematical Physics:
KPZ universality class, integrable probability, interacting particle systems, random directed polymers, random walks in random environment, random matrix theory, symmetric functions.
Publications and preprints

Halfspace Macdonald processes, with Alexei Borodin and Ivan Corwin, preprint. [Arxiv:1802.08210]

Facilitated exclusion processes, with Jinho Baik, Ivan Corwin and Toufic Suidan, to appear in Computation and Combinatorics in Dynamics, Stochastics and Control, proceedings of Abel symposium 2016. [Arxiv:1707.01923]

Stochastic sixvertex model in a halfquadrant and halfline open ASEP, with Alexei Borodin, Ivan Corwin and Michael Wheeler, to appear in Duke Mathematical Journal. [Arxiv:1704.04309]

Pfaffian Schur processes and last passage percolation in a halfquadrant, with Jinho Baik, Ivan Corwin and Toufic Suidan, to appear in Annals of Probability. [Arxiv:1605.00525]

Some integrable models in the KPZ universality class, PhD thesis, defended in June 2015 under the supervision of Sandrine Péché.

Randomwalk in Betadistributed random environment , with Ivan Corwin, Probability Theory and Related Fields. (2017) 167:1057. [Arxiv:1503.04117]

The qHahn asymmetric exclusion process, with Ivan Corwin, Annals of Applied Probability 26 (2016), no. 4, 23042356. [Arxiv:1501.03445]
 A phase transition for qTASEP with a few slower particles,
Stochastic Processes and their Applications 125 (2015), 26742699. [ArXiv:1404.7409]
 A short proof of a symmetry identity for the qHahn distribution, Electron. Commun. Probab. 19 (2014), no. 50, 1–3. [ArXiv:1404.4265]
Talks

ASEP and KPZ equation in a halfspace slides.

Fluctuations of the first particle in exclusion processes slides, video .

On some integrable models in the KPZ universality class, PhD defense slides.

Random walks in Betadistributed random environment slides.

KPZ scaling theory for integrable exclusion processes english, français.