My interests generally lie in geometric topology and hyperbolic geometry. I like surfaces in hyperbolic 3-manifolds and am trying to understand their geometry and how things like stable commutator length relate to various mysterious facets of hyperbolic 3-manifold topology (homological torsion, taut foliations...). I am also interested in practical and theoretical aspects of computational topology.  Feel free to hit me up over email me about any of these things.

You can find links to arXiv preprints of recent work below.



Computing a link diagram from its exterior, with Nathan Dunfield and Malik Obeidin, Proceedings of the 38th International Symposium on Computational Geometry (SoCG 2022). 

Stable isoperimetric ratios and the Hodge Laplacian of hyperbolic manifolds, (to appear in the Journal of Topology.)