This page contains honors theses produced by senior Mathematics majors. For a list of all honors theses since 2011, click here.

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Theses from 2024

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Dynamic Bipartite Networks: Detecting and visualizing structural change, Yuhao Zhao

Theses from 2022

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Humans vs. COVID-19: Data-driven Modeling of Disease Spread on College Campuses, Ognyan Simeonov

Theses from 2021

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Fluid Stirring on a Sphere -- a Topological Approach, Kirstin E. Koepnick

Theses from 2020

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Exploring Structure in Origami Constructions, Deveena R. Banerjee

Theses from 2017

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A Survey of Wavelet Theory and Methods Suited for Times Series Analysis, Gregory Fitzgerald

Theses from 2016

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Mixed k-means clustering in computer adaptive learning, Camden G. Bock and Bonnie Shulman PhD

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Origami Constructions of Rings of Algebraic Integers, Juergen Desmond Kritschgau

Theses from 2015

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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

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The Tropical Eigenvalue-Vector Problem from Algebraic, Graphical, and Computational Perspectives, Alex William Nowak

Theses from 2013

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Statistical Methods of Wavelet Analysis with Applications to Ecological Time-Series, Daniel J. Peach