Research

A recent project is about properties of arithmetic lattices in higher rank symmetric spaces. I use an explicit family of representations of the hyperbolic 3-manifold vol3 to explore behavior which is unique to the higher rank context.

Publications and Preprints

Non-Uniform Lattices of Large Systole Containing a Fixed 3-Manifold Group. Submitted. (arxiv)
(with Naomi Andrew, Rylee Alanza Lyman, and Catherine Pfaff) Low complexity among principal fully irreducible elements of Out(F3). Submitted (arxiv)

Conferences and Travel

Symposium for Women and Gender Minorities in Southern California, Pomona College (2024) Talk
Texas Geometry and Topology Conference, Rice University (2023) Lightning Talk
Women in Groups, Geometry, and Dynamics, Ashton, Idaho (2023)
ICERM Dynamics, Rigidity, and Arithmetic in Hyperbolic Geometry (2023)
UC Riverside Geometric Group Theory Workshop(2023)
USTARS, University of Washington (2023) Poster Presented