Research

My research revolves around the use of homotopical techniques in both algebraic geometry and representation theory. Derived geometry is my core expertise, and starting from there I touched topics in algebraic and analytic geometry, representation theory and stratified homotopy theory. More precise keywords are: Gromov-Witten theory, non-archimedean geometry, Brauer groups, derived Azumaya algebras, cohomological Hall algebras, stratified homotopy theory, irregular connections and Stokes data.