About Me

I am a Ph.D. student at the University of Texas at Austin in Mathematics. I did my undergraduate degree at the University of Utah. On a lazy Saturday, I would enjoy hiking, cooking, and running. In 2022, I did an REU at the Einstein Institute on combinatorial Hodge theory. I am currently working on publication of a proof of a result that implies the g-theorem by proving the Lefschetz property for certain simplicial complexes with vertices embedded on the moment curve. This summer I was a NASA intern working on applications of mathematics to space communications.

Academic Projects

  • Cubic visualization

    I programmed software to animate cubic surfaces in Julia and Sage. See this page.

  • Čech Cohomology

    As part of an undergraduate modern algebra class, I wrote some exposition on Čech cohomology.

  • Class Notes

    I have taken notes for a commutative algebra topics course that I am taking.