Data Science: Analysis of Student Data (Higher Education), Survey Design and Analysis
Interdisciplinary Research: Mathematics & Social Justice, Equity & Accessibility in Mathematics Education, Civil & Human Rights Issues
Pure Mathematics: Low-Dimensional Topology, Geometric Topology, Knot Theory

My advisor is R.N. Uma. My thesis work is in data science/data analysis in higher education. I am particularly interested in studying the trajectories of two-year college, transfer, and non-traditional students.

I am also part of the Pharmacy Refusals Lab at the Quantitative Study of Inclusion, Diversity, and Equity (QSIDE) Institute. I use tools from data science and statistics to quantify pharmacy refusal incidents and understand the geography/demographics of those affected by the issue. This work is joint with Amanda Landi, Adriana Duncan, Juniper Cocomello, Alex Fulk, and others.

As a researcher, I value collaboration and community work. I consult with policy experts, lawyers, and advocacy organizations. I often travel and work directly with the public to collect data and perspectives. 

Evidence-Based Analysis of Pharmacy Accessibility
with Amanda Landi, Alexander Fulk, Juniper Cocomello-Hayes
In preparation; draft available upon request.

A study of two-periodic weft-knitted textiles using the theory of knots and links
with Miriam Kuzbary, Shashank Markande, Elisabetta Matsumoto
View pre-print ArXiV:2510.08384 [math.gt]

A Note on the Involutive Concordance Invariants for Certain (1,1) Knots
with Anna Antal
Rose Hulman Undergraduate Mathematics Journal, Vol. 24, Issue 1, 2023
View pre-print ArXiV:2205.06796 [math.gt]