Theses/Dissertations from 2022
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
Solubility of Additive Forms over Local Fields, Drew Duncan
Some Proofs Regarding Minami Estimates and Local Eigenvalue Statistics for some Random Schrödinger Operator Models, Samuel Herschenfeld
Weight Distributions, Automorphisms, and Isometries of Cyclic Orbit Codes, Hunter Lehmann
The Plus-Minus Davenport Constant of Finite Abelian Groups, Darleen S. Perez-Lavin
Combinatorial Invariants of Rational Polytopes, Andrés R. Vindas Meléndez
Maximums of Total Betti Numbers in Hilbert Families, Jay White
Theses/Dissertations from 2020
Eigenvalue Statistics and Localization for Random Band Matrices with Fixed Width and Wegner Orbital Model, Benjamin Brodie
Periodic Points on Tori: Vanishing and Realizability, Shane Clark
Orthogonal Recurrent Neural Networks and Batch Normalization in Deep Neural Networks, Kyle Eric Helfrich
The Direct Scattering Map for the Intermediate Long Wave Equation, Joel Klipfel
Unitary and Symmetric Structure in Deep Neural Networks, Kehelwala Dewage Gayan Maduranga
Algebraic and Geometric Properties of Hierarchical Models, Aida Maraj
Solutions to Systems of Equations over Finite Fields, Rachel Petrik
SIMULTANEOUS ZEROS OF A SYSTEM OF TWO QUADRATIC FORMS, Nandita Sahajpal
Scrollar Invariants of Tropical Chains of Loops, Kalila Joelle Sawyer
Geometry of Linear Subspace Arrangements with Connections to Matroid Theory, William Trok
Graph-Theoretic Simplicial Complexes, Hajos-type Constructions, and k-Matchings, Julianne Vega
Theses/Dissertations from 2019
An Inverse Eigenvalue Problem for the Schrödinger Equation on the Unit Ball of R3, Maryam Ali Al Ghafli
