DOCTORATE:
Dissertation: Determinantal Representations and the Image of the Principal Minor Map
Dissertation: Epidemics on critical random graphs: limits and continuum descriptions
Dissertation: Schroedinger's Tensor Product Property: Representation and Support Theory for Bosonized Quantum Complete Intersections
Dissertation: On Inverse Problems and Machine Learning
Dissertation: Rational Points and Weak Approximation on Conic Bundles
Dissertation: Rough Collisions
Dissertation: Quantitative density statements for translation surfaces
Dissertation: Face numbers of polytopes, posets, and complexes with Advanced Data Science option
Dissertation: The Fubini-Bruhat Orders
Dissertation: Regularity results for the variable-coefficient Plateau problem
Dissertation: Approximation Algorithms for Scheduling and Fair Allocations
MASTER’S:
50 in Mathematics
BACHELOR’S:
200 in Mathematics
101 in Applied & Computational Mathematical Sciences
149 Minor in Mathematics