Supervised Students
Undergraduate Students:
Hannah Edwards, Symmetric Polynomials and the Littlewood–Richardson Rule, (Spring 2026)
Lexi Karakadze, Capelli identities and highest weight theory for gl(n), (Spring 2026)
Cynthia Friedler, Classification of dual pairs in the real symplectic group (Fall 2025)
Riley Foster, Finite dimensional representations of sl(2,C) and the Clebsch-Gordan rule (Spring 2025)
Hayden Tyler, Construction of p-adic numbers and the Hasse principle (Spring 2025)
Micaela Allala, SL(2)-invariant polynomials (Fall 2024)
Graduate Students:
Sebastian Micalizzi, TBD, (January 2026 - )
Hayden Tyler, TBD, (January 2026 - )
John Diller, Polynomial invariants for classical complex groups, (January 2025 - December 2025)
STAT 118 - Introduction to Statistics
MATH 121 - Calculus II
MATH 123 - Single Variable Calculus
MATH 220 - Multivariable Calculus
MATH 323 - Real Analysis
MAT 1741 - Introduction to Linear Algebra
MAT 2525 - Elementary Real Analysis
MAT 2742 - Applied Linear Algebra
MA 6292 - Character of quasi-simple representations
Other Activities
May 2020: Jury for the Singapore Science & Engineering Fair (SSEF)
2014 - 2016: Proposition of research projects for high school students for Math.En.Jeans (check this website for more details)
