Research
All of my research papers that are in a reasonably polished state can be found here on the arXiv. You can read about my research in more detail in my research statement.
Papers and Conference Proceedings
8. Machine Learning Mutation-Acyclicity of Quivers (with K. T. K. Armstrong-Williams, E. Hirst, and K.H. Lee), arXiv:2411.04209
7. Geometry of c-vectors and C-matrices for mutation-infinite quivers (with T. Ervin, K. Lee, S. Nguyen), arXiv: 2410.08510.
6. A topology on the poset of quiver mutation classes (with T. Ervin), arXiv:2403.20245.
5. Geometry of C-matrices for mutation-infinite quivers (with T. Ervin, K. Lee, S. Nguyen), Proceedings of FPSAC 2024. Sem. Lothar. Combin., 91B (2024).
4. Answering two OPAC problems involving Banff quivers (with T. Ervin), Algebraic Combinatorics, 7(3), 853-860 (2024).
3. An intersection-dimension formula for preprojective modules of type affine Dn, dissertation (2023), arXiv: 2305.14249.
2. Permutations whose reverse shares the same recording tableau in the RS correspondence (with T. Ervin, J. Lane, K. Lee, S. Nguyen, J. O'Donohue, and M. Vaughan), Sem. Lothar. Combin., 86 (2022).
1. Mutations of reflections and existence of pseudo-acyclic orderings for type A_n (with T. Ervin, K.H. Lee, and K. Lee), arXiv:2108.03309.
Conferences and Presentations
Apr 2024 -- A topology on the poset of quiver mutation classes, UConn Algebra Seminar, Storrs CT
Mar 2024 -- Answering two OPAC problems involving Banff quivers, CombinaTexas 2024, College Station TX
Oct 2023 -- Banff, Louise, and P quivers: Conjectures, proofs, and future directions, UConn Algebra Seminar, Storrs CT
Nov 2021 -- Permutations whose reverse shares the same recording tableau in the RS correspondence, AMS Southeastern Regional Conference Special Session, Zoom
Sep 2021 -- Permutations whose reverse shares the same recording tableau in the RS correspondence, UA Algebra and Topology Seminar, Tuscaloosa AL
Apr 2018 -- The numerical range of the 2x2 Lucas matrix, Kappa Mu Epsilon Regional Convention, Lawrenceville GA
Jan 2018 -- Arithmetic, Fibonacci, and Lucas polynomials, American Association of College Teachers of Mathematics, Jacksonville AL