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<h2 class="mb-3">Projects</h2>
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### Spring 2024
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+ From calculus to de Rham cohomology
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- Text: Madsen and Tornehave, From calculus to cohomology: de Rham cohomology and characteristic classes
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- Mentee: Ethan Fu
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- Mentor: Eleftherios Chatzitheodoridis
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+ Knots and Seifert surfaces
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- Text: Livingston, Knot Theory
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- Mentee: Claire Kehoe
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- Mentor: Sarah Blackwell
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+ Knot Theory
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- Text: Crowell and Fox, Introduction to Knot Theory
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- Mentee: Wynn Smith
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- Mentor: Beth Branman
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+ Algebraic Number Theory
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- Text: Stewart and Tall, Algebraic Number Theory and Fermat's Last Theorem
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- Mentee: Brandon Werbel
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- Mentor: Alejandro De Las Penas Castano
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+ Symmetric functions and representation theory
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- Text: Prasad, Representation theory: A combinatorial viewpoint
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- Mentee: Henghui Li
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- Mentor: Kang Lu
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+ Category theory
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- Texts: Lawvere and Rosebrugh, Sets for Mathematics; Riehl, Category Theory in Context; Leinster, Basic Category Theory
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- Mentee: Luke Moyar
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- Mentor: William Balderrama
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+ Matroids
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- Text: Gordon and McNulty, Matroids: A geometric introduction
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- Mentee: John Yan
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- Mentor: Mark Pengitore
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+ Nonlinear Dynamics and Chaos
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- Text: Strogatz, Nonlinear Dynamics and Chaos
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- Mentee: Mary Edith Plunkket
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- Mentor: Pedro Brunialti
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+ An Overview of Combinatorial and Geometric Group Theory
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- Text: Löh, Geometric Group Theory: An Introduction
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- Mentee: Grady Hollar
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- Mentor: Darien Farnham
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+ The RSK Correspondence and its applications
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- Texts: Schensted, Longest increasing and decreasing subsequences; Stanley, Increasing and decreasing subsequences of permutations and their variants
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- Mentee: Brendan Malaugh
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- Mentor: Petch Chueluecha
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### Fall 2023
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+ Choosing the optimal number of clusters for the k-means algorithm

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