I am an assistant professor at the Department of Mathematics at Northeastern University, working on probability theory in discrete systems and statistical physics. I am broadly interested in discrete systems that undergo phase transition phenomena.
My research has two main focus areas: first, I work on lattice models, such as the Ising model, the random-cluster model, or the loop-O(n) model. More specifically, I have been working on using tools from probability, analysis, and exactly solvable systems to gain insight into the critical behavior of some classical models of statistical physics.
I am also interested in large deviations of subgraph counts in random graphs, studying the localization phenomena associated with the upper tails of these objects.