Group Overview

Our research explores many aspects of modern theories of stochastic processes, and more generally random fields with applications to finance, mathematical biology, mathematical physics, data simulation and beyond. Particular areas of strength include functional inequalities and applications, infinite dimensional stochastic analysis, Lévy-type processes and pseudo-differential operators, mathematical models of population ecology, non-commutative (quantum) probability, numerical simulation of stochastic processes, (quantum) statistical mechanics, stochastic partial differential equations with applications.