Current Duke Appointments & Affiliations
Phillip Griffiths Assistant Research Professor of Mathematics
·
2025 - Present
Mathematics,
Trinity College of Arts & Sciences
Assistant Research Professor of Mathematics
·
2025 - Present
Mathematics,
Trinity College of Arts & Sciences
Recent Scholarly Works
The Convex Hull of Parking Functions of Length n
Journal article Enumerative Combinatorics and Applications · January 1, 2022 Let Pn be the convex hull in Rn of all parking functions of length n. Stanley found the number of vertices and the number of facets of Pn. Building upon these results, we determine the number of faces of arbitrary dimension ... Full text CiteUniform bounds for the number of rational points on symmetric squares of curves with low Mordell-Weil rank
Journal article Acta Arithmetica · January 1, 2021 Full text CiteOn roots of Wiener polynomials of trees
Journal article Discrete Mathematics · January 1, 2020 The Wiener polynomial of a connected graph G is the polynomial W(G;x)=∑i=1D(G)di(G)xi where D(G) is the diameter of G, and di(G) is the number of pairs of vertices of G at distance i from each other. ... Full text CiteEducation
Massachusetts Institute of Technology ·
2024
Ph.D.