4. On possible values of the m-invariant.
Proceedings of the American Mathematical Society 154 (2026), no. 7, 2907-2918.
Available at arXiv:2505.05610
3. Two refined notions in quadratic form theory.
Communications in Algebra 54 (2026), no. 3, 1187-1220.
Avaliable at arXiv:2401.16602
2. Universal quadratic forms over semi-global fields.
Journal of Pure and Applied Algebra 230 (2026), no. 7, Paper No. 108297
Available at arXiv:2309.00689
1. Hasse principles for quadratic forms over function fields.
Journal of Algebra 628 (2023), 613-633.
Available at arXiv:2204.06368
Ph.D. Thesis: Quadratic forms, local-global principles, and field invariants.
Volumes Edited
1. P. Brosnan, C. Cassady, R. Joshua (Eds.), Arithmetic, K-Theory, and Algebraic Cycles, Springer Proceedings in Mathematics & Statistics, Volume 576, to appear.
You can find my CV here. (Last updated October 2026)
Together with Roy Joshua, I co-organized the Ohio State Arithmetic Geometry Seminar from August 2023 to June 2026.
Together with Roy Joshua and Patrick Brosnan, I co-organized the Arithmetic, K-Theory, and Algebraic Cycles Workshop and Conference at Ohio State in May 2025.