I am interested in the cross-section of algebraic geometry and data science.
About
Jeremy is originally from California, where he obtained undergraduate degrees in Physics and Mathematics. He is currently obtaining a Ph.D. in Mathematics at the University of Wisconsin-Madison.
Education
BS, Mathematics and Physics, Humboldt State University
Research Description
My current work investigates novel approaches to subspace clustering and related problems. Specifically, we use points on the Grassmann manifold as proxy for incomplete data and devise algorithms to cluster and complete such data.