I'm an algebraic geometer with broad geometric interests.

These days I am studying microlocal sheaf theory and its interactions with symplectic geometry, cluster algebra, mirror symmetry, etc.

In the past I've studied moduli of sheaves on singular plane curves, curve counting on surfaces, categorified knot invariants, rational Cherednik algebras, and equidistribution questions.

Teaching (fall 2017):

Math 1A (Calculus 1) MWF 1-2, 105 Stanley hall

Some good seminars:

(Monday) String-Math
(Thursday) Department Colloquium
(Friday) Rep. Thy., Geometry, Combinatorics