My research interests lie at the interface of combinatorics and probability theory. I combine stochastic process methods with combinatorial constructions to study models of random discrete structures, including various kinds of trees, graphs, maps, partitions, and permutations. Here are some keywords that characterize my activities:

Limits of random structures (GromovHausdorffProkhorov convergence, local topologies, permuton and graphon convergence, ...)

Branching processes and their application to random maps and graphs

Enumerative Combinatorics

Gibbs partition models

Phase transitions and condensation phenomena in weighted random graphs

Boltzmann sampling, combinatorial species, random isomorphism classes of structures
I enjoy writing open source software (
github project page) that simulates random discrete structures. I have taught courses on interesting topics like Hopf algebras (with
lecture notes).