Theses/Dissertations from 2024
A Multiple-Case Study on the Impact of an Introductory Real Analysis Course on Undergraduate Students' Understanding of Function Continuity, Ryan Joseph Rogers
Uniform Regularity Estimates for the Stokes System in Perforated Domains, Jamison R. Wallace
Bicategorical Character Theory, Travis Wheeler
Theses/Dissertations from 2023
Bicategorical Traces and Cotraces, Justin Barhite
Geometric and Combinatorial Properties of Lattice Polytopes Defined from Graphs, Kaitlin Bruegge
Toric Bundles as Mori Dream Spaces, Courtney George
Lattice minors and Eulerian posets, William Gustafson
Surjectivity of the Wahl Map on Cubic Graphs, Angela C. Hanson
q-Polymatroids and their application to rank-metric codes., Benjamin Jany
Asymptotic behaviour of hyperbolic partial differential equations, Shi-Zhuo Looi
Normalization Techniques for Sequential and Graphical Data, Cole Pospisil
Geometry of Pipe Dream Complexes, Benjamin Reese
A Scattering Result for the Fifth-order KP-II Equation, Camille Schuetz
Slices of C_2, Klein-4, and Quaternionic Eilenberg-Mac Lane Spectra, Carissa Slone
Methods of Computing Graph Gonalities, Noah Speeter
Novel Architectures and Optimization Algorithms for Training Neural Networks and Applications, Vasily I. Zadorozhnyy
Theses/Dissertations from 2022
Tropical Geometry of T-Varieties with Applications to Algebraic Statistics, Joseph Cummings
Inverse Boundary Value Problems for Polyharmonic Operators With Non-Smooth Coefficients, Landon Gauthier
Geometric Properties of Weighted Projective Space Simplices, Derek Hanely
Batch Normalization Preconditioning for Neural Network Training, Susanna Luisa Gertrude Lange
The v1-Periodic Region in Complex Motivic Ext And a Real Motivic v1-Selfmap, Ang Li
An Integrated Computational Pipeline to Construct Patient-Specific Cancer Models, Daniel Plaugher
On Flow Polytopes, nu-Associahedra, and the Subdivision Algebra, Matias von Bell
Theses/Dissertations from 2021
The Smallest Solution of an Isotropic Quadratic Form, Deborah H. Blevins
A Tropical Approach to the Brill-Noether Theory Over Hurwitz Spaces, Kaelin Cook-Powell
