I am a Peter M. Curran visiting assistant professor in the Department of Mathematics at the Fordham University. I earned my Ph. D. in Mathematics in 2011 from Seoul National University, under the supervision of Young-Hoon Kiem. After that, I spent two years at University of Georgia as a postdoc, working with Angela Gibney. Before I went to graduate school, I studied Mathematics Education in Seoul National University. This year I am on the job market.

I am broadly interested in geometry, topology and combinatorics of algebraic varieties. My recent research is focused on (1) Topology of moduli spaces of curves and sheaves, (2) Log minimal model program of moduli spaces, and (3) Computational aspects of geometric invariant theory and its application to moduli theory.

Curriculum Vitae

Research Statement

Teaching Statement

#### Contact information

address: JMH 418, Department of Mathematics, Fordham University, Bronx, NY 10458

e-mail: hmoon8 at fordham dot edu