Former Students
Former Students, Dissertation Title, and year.
Tiffany Troutman, Infinity-Harmonic Functions, Maps, and Morphisms of Riemannian Manifolds, 2008
Barbara Herzog, Sub-Index for Critical Points of Distance Functions, 2012
Curtis Pro, On Riemannian Submersions and Diffeomorphism Stability, 2012
Michael Sill, Average Distance Functions and Their Applications, 2012
Juan Zaragoza, Orthogonal Partial Conformal Change, 2012
Dennis Gumaer, A Jacobi Field Splitting Theorem for Positive Curvature, 2013
Robert Willett, Volume Comparison, Ricci Curvature, and Focal Radius, 2016
Jesse Benavides, New Examples of Collapse with a Lower Curvature Bound, 2017
Priyanka Rajan, Geometry and Topology of Some Fake Projective Spaces, 2017
Lawrence Mouillé, Positive Intermediate Ricci Curvature with Symmetries, 2020
Ryan Ta, Ricci Flow Does Not Necessarily Preserve Positive Radial Sectional Curvature, 2022
Savanna Gee, Synge’s Theorem, Systole, and Positive Intermediate Ricci Curvature, 2023 (coadvised with Lawrence Mouillé)