I am a NSF Postdoc / L.E. Dickson Instructor in the mathematics department at the University of Chicago. I enjoy thinking about geometric structures on manifolds, several complex variables, Riemannian geometry, and discrete subgroups of Lie groups. I received my Ph.D. from the University of Michigan where my advisor was Ralf Spatzier.
Rigidity in Complex Projective Space. 2014. My Ph.D. thesis. The mathematical content essentially coincides with the paper "Rigidity of complex convex divisible sets" and some of the results were extended in "Characterizing the unit ball by its projective automorphism group."
Rigidity and convexity of proper geometric structures. 2015. Not for publication: This is an earlier version of ``Proper quasi-homogeneous domains in flag manifolds and geometric structures'' with a different perspective.
Gromov hyperbolicity and the Kobayashi metric. 2016. This expository article describes some results on Gromov hyperbolicity in several complex variables. I wrote this for a set of lecture notes based on the conference "Spring School in Lille: Metrical and dynamical aspects of complex analysis" (which is currently submitted for publication).