Publications & preprints

Spanning lines
A spanning line configuration, made with vZome.

Research Interests

I am interested in Schubert calculus, equivariant intersection theory, and moduli theory. Recently, I became invested in computing $K$-theory and Chow rings of varieties and stacks. I am also interested in formalization of mathematics and using machine learning to aid mathematical discoveries.

Publications & Preprints

  1. The Grothendieck Group of Spanning Line Configurations. In preparation.
  2. Deriving Orthographic Data from Classical Japanese Texts with Machine-Learning Methods, with P. Atkins and H. Chau. 8 pages, 2025. Accepted by Proceedings of IPSJ SIG Computers and the Humanities.
  3. $C_p$-Mackey Functors in Macaulay2, with T. Brazelton et. al. arxiv:2509.05456 13 pages, 2025.
  4. Quantitative Orthographic Analysis of the Ogura Shikishi, with Paul Atkins. 86 pp., 2025. Accepted by Manuscript Cultures.
  5. Bidleman, D., Duff, T., Kendrick, J., and Zeng, M. “Brackets and Projective Geometry in Macaulay2.” arXiv:2504.00889, 2025.
  6. Appendix. M. Harada and M. Precup. “Torus fixed point sets of Hessenberg Schubert varieties in regular semisimple Hessenberg varieties.” Osaka Journal of Mathematics 60 (2023), 637–652. doi:10.48550/arXiv.2112.13250.