Currently I am a post-doc at the University of Cologne.
The central theme of my research are symplectic and contact manifolds and Hamiltonian group actions on them. I am particularly interested in the following topics:
(Non-)displaceable Lagrangians and pre-Lagrangians.
Quasimorphisms and orderability of contact manifolds.
Toric degenerations as tools for solving symplectic problems: constructing symplectomorphisms, finding the Gromov width, potential functions, etc.
Equivariant cohomology and K-theory for Hamiltonian group actions.
I was a graduate student at Cornell University working with prof. Tara Holm.