| Linda Chen
Assistant Professor
Research interests: algebraic geometry and algebraic combinatorics. Some of my work involves Schubert calculus, quot schemes, Fulton-MacPherson spaces, the moduli space of curves and its generalizations, quantum cohomology, toric varieties, Hilbert schemes of points on surfaces, equivariant cohomology and GKM spaces, orbifold cohomology and Gromov-Witten theory of stacks, and other aspects of enumerative and combinatorial geometry. I received my PhD from the University of Chicago in June 2000, under the direction of William Fulton. Before coming to OSU, I was a VIGRE postdoctoral fellow and Ritt assistant professor at Columbia University from 2000 to 2004. Collaborators: L. Borisov, C. Cadman, T. Braden, A. Gibney, D. Krashen, T. Nevins, G. Smith, F. Sottile, J. Tymoczko. |
Course information:
Spring 2008: None. Office hours: By appointment. Office: Math
Tower 412 231 W. 18th Ave. |