Research
My work lives in three connected places — the structure of graphs, the application of machine learning, and the teaching of mathematics.
01
Graph Theory
I work in structural and extremal graph theory: counting substructures such as cycles in planar triangulations, and labeling graphs over abelian groups. The recurring question is how local constraints force global structure.
02
Applied ML
I apply machine learning to real-world problems where labeled data is scarce — from semi-supervised regression in healthcare to predicting body composition from 3D optical imaging.
03
Math Education
I care about making mathematics reachable: open and accessible resources, problem-driven learning, and writing that turns hard ideas into intuitions. Much of my notebook lives here.
Papers
Graph Theory
2025
Counting k-cycles in 5-connected planar triangulations
arXiv:2507.18090
Graph Labeling
2024
On Some Classes of Cycles-Related Γ-Harmonious Graphs
Utilitas Mathematica, Vol. 120
Applied Machine Learning
2026
Predicting anthropometric body composition variables using 3D optical imaging and machine learning
Front. Bioinform., Vol. 6