I am originally from Washington State, where I pursued my undergraduate studies at Central Washington University, earning a B.S. in Mathematics in 2019. Following that, I completed my Ph.D. in Mathematics at the University of Kentucky in 2024, under the guidance of Uwe Nagel.
My research interests include computational and combinatorial commutative algebra, and asymptotic algebra. In my dissertation, which can be downloaded here, I developed computational techniques for working with OI-modules over Noetherian polynomial OI-algebras. I have implemented my algorithms in the package OIGroebnerBases for the open-source mathematical software system Macaulay2.
Computing Gröbner Bases and Free Resolutions of OI-Modules
with U. Nagel, submitted, 2023. Available at arXiv:2303.06725.
The OIGroebnerBases Package for Macaulay2
submitted, 2023. Available at arXiv:2310.04891.
©2024 Michael Morrow