Probability theory with focus in particle systems over graphs, random walks with reinforcement, opnion dynamics and branching random walk.
Interacting diffusions on random graphs with diverging degrees: hydrodynamics and large deviations. (with R.I. Oliveira). Journal of Statistical Physics, 2019.
Interacting diffusions on sparse graphs: hydrodynamics from local weak limits. (with R.I. Oliveira. L. M. Stolerman) Electronic Journal of Probability, 2019.
Large deviations for interacting diffusions with path-dependent McKean-Vlasov limit (with R. Baldasso, A. Pereira). The Annals of Applied Probability, 2022.
A proof of Sanov's Theorem via discretizations (with R. Baldasso, R. Oliveira, A. Pereira). Journal of Theoretical Probability, 2022.
The Directed Edge Reinforced Random Walk: The Ant Mill Phenomenon. (with D. Erhard, T. Franco). Arxiv, 2019.
Stochastic processes with competing reinforcements (with D. Erhard). Arxiv, 2021.
Large deviations for marked sparse random graphs with applications to interacting diffusions (with R. Baldasso, R. Oliveira, A. Pereira). Arxiv, 2022.