My main research iterests lie in the areas of symplectic geometry, algebraic geometry and tropical geometry. I like to think about proving new instances of homological mirror symmetry, or about applications of HMS to problems in algebraic and symplectic geometry.
The main subject of my thesis were explicit computations of Lagrangian skeleta and using them as a tool for proving homological mirror symmetry. I am currently interested in similar computations for broader classes of spaces, and in understanding how to combine techniques involving skeleta with other local to global principles in symplectic geometry. I am also working on a project exploring HMS for Fano varieties and their Kuznetsov components.
Lagrangian skeleta of very affine complete intersections. Submitted; preprint available at arXiv:2510.23418