This page contains honors theses produced by senior Mathematics majors. For a list of all honors theses since 2011, click here.
Theses from 2024
Dynamic Bipartite Networks: Detecting and visualizing structural change, Yuhao Zhao
Theses from 2022
Humans vs. COVID-19: Data-driven Modeling of Disease Spread on College Campuses, Ognyan Simeonov
Theses from 2021
Fluid Stirring on a Sphere -- a Topological Approach, Kirstin E. Koepnick
Theses from 2020
Exploring Structure in Origami Constructions, Deveena R. Banerjee
Theses from 2017
A Survey of Wavelet Theory and Methods Suited for Times Series Analysis, Gregory Fitzgerald
Theses from 2016
Mixed k-means clustering in computer adaptive learning, Camden G. Bock and Bonnie Shulman PhD
Origami Constructions of Rings of Algebraic Integers, Juergen Desmond Kritschgau
Theses from 2015
Using Community Structure Networks to Model Heterogeneous Mixing in Epidemics, and a Potential Application to HIV in Washington, D.C., Katherine Ragland Paulson
Theses from 2014
The Tropical Eigenvalue-Vector Problem from Algebraic, Graphical, and Computational Perspectives, Alex William Nowak
Theses from 2013
Statistical Methods of Wavelet Analysis with Applications to Ecological Time-Series, Daniel J. Peach