I have often been asked for copies of the notes I've taken for various graduate courses at UW Madison, so I've decided to post them here. I make no guarantee of the accuracy of anything contained in these notes. I hope people will find them helpful.

- Math 741 - Algebra I: Groups, representations, ring theory
- Math 742 - Algebra II: Commutative ring theory, field theory
- Math 721 - Real Analysis
- Math 722 - Complex Analysis
- Math 751 - Algebraic Topology I: Hatcher Chapter 0, Chapter 1, Chapter 2
- Math 752 - Algebraic Topology II: Hatcher Chapter 3, Chapter 4
- Math 747 - Lie Algebras
- Math 750 - Homological Algebra
- Math 761 - Differentiable Manifolds
- Math 763 - Algebraic Geometry
- Math 847 - Fermat's Last Theorem
- Math 827 - Fourier Analysis
- Math 867 - Analytic Number Theory
- Math 851 - Teichmuller Theory