Max Planck Institute for Mathematics
My general research interests lie in the domains of representation theory, algebraic geometry and low-dimensional topology. The principal focus of my research is the study of moduli spaces associated to quivers and varieties of low dimension, their combinatorial structure, and representation-theoretic interpretation of their invariants. One running theme for me is to consider global analogues of various moduli problems coming from quiver representations.
Keywords: cohomological Hall algebras, Higgs bundles, KLR algebras, quiver varieties.
My papers and preprints are on my research page, and my CV is available here.
I completed my PhD at Université Paris-Sud in September 2018 under the
guidance of Olivier Schiffmann. After that, I was a postdoc at IST Austria and The University of Edinburgh.