Research Interests

I am interested in groups and geometry from an operator algebraic viewpoint. I especially like questions like:

1. What can we say about groups, directed graphs, varieties, dynamical systems, and other geometrical objects from related operator algebras?

2. When are interesting geometric phenomena just shadows of natural noncommutative concepts?

I also really like noncommutative versions of well-known theories and objects, such as multidimensional analytic function theory (nc function theory), Choquet theory (boundary representations), and dynamical topological and measure spaces (dynamical C*- and von-Neumann algebras).