Algebraic Topology I (Fundamental Groups, Homology)
Statistics I (Sampling, Estimation, and Testing)
Analysis V (Convolutions, Fourier Series, Signed and Complex Measures)
Functional Analysis
Advanced Mathematical Methods of Physics
Basic Algebraic Topology
Ordinary Differential Equations
Differential Geometry
Probability II (Measure Theoretic Probability)
Galois Theory and Branched Covers of Riemann Surfaces
Affine Group Schemes
Quaternionic Matrices with a Convex Numerical Range
Brouwer's Fixed Point Theorem
Maxwell's Equations through Differential Forms
Hamiltonian Mechanics
Analyzing SL2(R)