Mailing Address: 325 Avery Hall Department of Mathematics University of Nebraska-Lincoln Lincoln, NE 68588-0130
Teaching (Fall 2020)
Math 314: Section 3 TR 8:30am-10am and Section 7 TR 11:30am-1pm Office hours: TBA (online)
My research is in Commutative Algebra. More particularly, my interests include invariant theory, positive characteristic techniques, differential operators, local cohomology, generalized multiplicities, symbolic powers, and applications to neuroscience.
Below are a few of my publications:
- Faithfulness of Top Local Cohomology Modules in Domains,
with Melvin Hochster,
to appear in Mathematical Research Letters, 7 pp.
- Quantifying Singularities With Differential Operators,
with Holger Brenner and Luis Núñez-Betancourt,
Advances in Mathematics. 358 (2019), 106843, 89 pp.
- A Zariski-Nagata Theorem for Smooth ℤ-Algebras,
with Alessandro De Stefani and Eloísa Grifo,
Journal für die reine und angewandte Mathematik, 761 (2020), 123–140.
- Separating Invariants and Local Cohomology,
with Emilie Dufresne,
Advances in Mathematics, 270 (2015) 565–581.