Current Graduate Students:

1. Jena Gregory (PhD expected May 2026)

Dissertation Title: Cranks Witnessing Congruences of a Sum of Partition Functions. 

2. Abigail Martinez (Presidential Research Fellowship / MS Expected Spring 2026)

Research: TBD

Current Postdocs:

3. Runqiao Li (Position at UTRGV 2025-2028)

PhD 2025: Pennsylvania State University. Advised by George Andrews and Ae Ja Yee.

Google Scholar Page

Previous PhD Students:

1. Joselyne Aniceto (PhD May 2025)

Dissertation Title: Infinite families of Consecutive Congruences in Arithmetic Progression for the coefficients of Gaussian Polynomials and Crank Statistics. 

First Job: Visiting Assistant Professor at College of the Holy Cross, Worcester, MA.  

Previous MS Students:

2. Jacob Gutierrez (MS 2024)

Thesis Title: A Combinatorial Proof of Supercranks for Partitions with a Fixed Number of Parts 

3. Paul Marsh (MS 2024)

Thesis Title: Quasipolynomials and the Unimodality of Gaussian Polynomials

4. Jena Gregory (MS 2022)

Thesis Title: Iterated Rascal triangles. 

5. Joselyne Aniceto (MS 2021)

Thesis Title: Revisiting Gupta's "A Technique in Partitions". 

6. Arturo Martinez (MS 2019)

Thesis Title: Quasipolynomials and maximal coefficients of Gaussian polynomials

7. Acadia Larsen (MS 2018)

Thesis Title: A generalization of partition identities for first differences of partitions n into at most m parts

Current Position: Ph.D. student, UC Davis, Applied mathematics.

8. Kayleen Loch (MS 2018)

Thesis Title: The geometry of coefficients of Gaussian polynomials