I'm an algebraic geometer with broad geometric interests.
Lately I am studying microlocal sheaf theory, with a view towards its applications in contact geometry on the one hand and towards the moduli spaces which arise on the other.
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.
I am teaching Math 54 this semester.
I'm organizing the Berkeley-Tokyo winter school, Feb 8 — Feb 19.
For graduate students:
Do you think you might want to work with me? Have a look at the research tab, and then come talk to me right away, i.e., not after two years of preparing for your qualifying exam.