Williams College

During my first two years at Williams, I took 10 math courses. Here are the 7 lecture courses I took:

• Complex Analysis (MATH 383)
• Advanced Analysis: C*-Algebras (MATH 389)
• Commutative Algebra (MATH 411)
• Algebraic Geometry (MATH 413)
• Algebraic Number Theory (MATH 419)
• Differential Topology (MATH 426)
• Tiling Theory (MATH 427)

I also completed 3 reading courses:

1. Local Fields & Root Systems (with Leo Goldmakher): Based on PAWS 2024 courses on symmetries of root systems and local fields.
2. Geometry & Quantum Theory (with Ivo Terek): Read Dan Freed's Quantum Theory from a Geometric Viewpoint.
3. Floer Homology (with Tom Garrity): Studied Morse and Floer theory toward Manolescu's disproof of the triangulation conjecture.

Perhaps I am best known for live-TeXing lecture notes for several courses. If you are a Williams student, feel free to email me if you want a copy of any of the following:

• Differential Geometry (57pg)
• Complex Analysis (91pg)
• Advanced Analysis: C*-Algebras (94pg)
• Commutative Algebra (77pg)
• Algebraic Number Theory (84pg)
• Differential Topology (71pg)
• Stochastic Processes (93pg)

I served as a TA for Linear Algebra (MATH 250), Probability (STAT 341), and Tiling Theory (MATH 427).