Notes
Abstract Algebra
Intermediate Analysis
Real Analysis
Topology
Algebraic Topology
Linear Algebra
Theorems
Definitions
Exercises
Chapter
All
1. Topology
2. Convergence: nets and filters
Section
All
1.1. Introductory concepts
1.2. Bases
1.3. Subbases
1.4. Closed sets, closures and interiors
1.5. Boundary and accumulation points
1.6. The relative topology
1.7. Hausdorff topologies
Catalog of theorems from Topology alongside proofs for each.
Nothing from Section 1.1 yet.
Cows are easy to round up