Research
Research
My research is in algebraic geometry. I did my PhD at the University of Washington, advised by Sándor Kovács. I study birational geometry, moduli spaces, singularities and Brill-Noether theory.
Higher k-Du Bois and k-Rational Pairs with Haoming Ning, in preparation
Higher Dimensional Brill-Noether Loci and Moduli for Very Ample Line Bundles, submitted
Extending a problem of Pillai to Gaussian lines with Leanne Robertson and Elsa Magness, Acta Arithmetica
Walking to infinity on gaussian lines with Leanne Robertson and Elsa Magness, INTEGERS: Electronic Journal of Combinatorial Number Theorey
Pure O-sequences arising from 2-dimensional PS ear-decomposable simplicial complexes with Steven Klee, The Electronic Journal of Combinatorics