Research Interests

My primary research is on high-dimensional probability and combinatorics.  I have been working on random matrix theory, particularly on their spectra. This encompasses both asymptotic and non-asymptotic bounds on eigenvalue statistics, the limiting spectral distribution, and the strong convergence of random matrices.

Currently, I am working on various notions of independence associated with the asymptotics of random matrices and how to combine them to produce new random matrix models. 

Additionally, my research interests include Markov chains, functional inequalities, concentration of measure phenomenon, combinatorics of pair partitions, free probability, quantum information theory, graphon theory, and random graph theory.