- Yunmeng Wu, Northeastern University, expected graduation 2028.
- Shengnan Huang, Northeastern University, expected graduation 2025.
- Aria Masoomi, Northeastern University, expected graduation 2025.
- Zhongkai Mi, Ph.D. 2024, LSU, thesis: The lowest discriminant ideal of Cayley-Hamilton Hopf algebras.
- Fayadh Khadem, Ph.D. 2022, LSU, thesis: A cluster structure on the coordinate ring of partial flag varieties.
- Kent Vashaw, Ph.D. 2021, LSU, thesis: Noncommutative tensor triangular geometry and its applications to representation theory.
- Kurt “Trey” Trampel, Ph.D. 2019, LSU, thesis: Quantum cluster algebras at a root of unity, Poisson Lie groups and discriminants.
- Bach Nguyen, Ph.D. 2018 LSU, thesis: Invariant of noncommutative algebras and Poisson geometry.
- Maitreyee Kulkarni, Ph.D. 2018 LSU, thesis: Dimers on cylinders over Dynkin diagrams and cluster algebras.
- Eric Bucher, Ph.D. 2016 LSU, thesis: Maximal green sequences and quivers associated to surfaces.
- Jesse Levitt, Ph.D. 2016 LSU, thesis: Properties of polynomial identity quantized Weyl algebras.
- Joel Geiger, Ph.D. 2013 LSU, thesis: The ring theory and the representation theory of quantum Schubert cells.
- Garrett Johnson, Ph.D. 2010 UCSB, thesis: Cremer–Gervais R-matrices and Cherednik algebras.