I’m an Assistant Teaching Professor in the Department of Mathematics at Rice University. My primary focus is the early undergraduate experience, specifically the path into and through the foundational calculus sequence. I am particularly interested in summative assessment in this pathway; to that end, I developed, and now help run with colleagues, the Midweek Math Training (MMT) program, which provides peer-led supplemental instruction to equip students for exam performance in single-variable calculus. I am also actively exploring alternative assessment methods (such as oral exams) and tools for programmatic assessment (like course evaluations).
Before joining the faculty in 2023, I received my Ph.D. at Rice under the advisement of Milivoje Lukić. My mathematical research studies the spectrum of self-adjoint Dirac operators. If that sounds exotic to you, you can compare these operators to the Hermitian matrices you might see in linear algebra (MATH 354/355). While the spectrum of a Hermitian matrix is a finite set of real eigenvalues, the spectra of self-adjoint Dirac operators can include infinitely many eigenvalues, or even continuous spectrum, on the real line.
Soon, I will also be serving as a Natural Sciences Divisional Advisor for Baker College. If you are a Baker student considering a major in the Natural Sciences—or if you just want to chat about math at Rice, pedagogy, or something else—please reach out!