DOCTORATE:
Dissertation: Designing Scheduling Algorithms via a Mathematical Perspective
Counting social interactions for discrete subsets of the plane
Higher direct images of ideal sheaves, correspondences in log Hodge cohomology and globally F-full varieties
Rectifiability via Discrete Curvatures and Regularity in Anisotropic Problems
Morphisms, Minors, and Minimal Obstructions to Convexity of Neural Codes
Optimization Enabled Kalman Smoothing
Inverse problems for fractional operators involving a magnetic potential
Brownian Motion, Quasiconformal Mappings and the Beltrami Equation
How to weld: energies, weldings and driving functions
Intersection Rigidity
Chirality in Multiview Geometry
Random combinatorial processes
Gaps of saddle connection directions for some branched covers of tori
Nonlinear PDEs: regularity, rigidity, and an inverse problem
On the gamma_2-positivity of smooth toric threefolds
Projective moduli spaces of complexes of sheaves
Visibility and Invisibility in Inverse Problems
Birational Functors in the Derived Category
MASTER’S:
Grant Robinson (advisor: Farbod Shokrieh)
Grant Posner (Max Lieblich)
Camila Vasquez (Farbod Shokrieh)
BACHELOR’S:
192 in Mathematics
84 in Applied & Computational Mathematical Sciences