PMATH 367 Topology, Lecture Notes
The lecture notes are not complete.
Additions and Corrections will be made throughout the term.
Chapter 1. Topological Spaces and Continuous Maps
Chapter 2. Examples of Topological Spaces
Chapter 3. Connected, Path-Connected, and Compact Spaces
Chapter 4. Countability and Separation Axioms
Chapter 5. Topological Manifolds
Chapter 6. Paths, Homotopy, and the Fundamental Group
Chapter 7. Homotopy Invariance and Retracts
Chapter 8. Free Products and Free Groups
Chapter 9. The Seifert Van Kampen Theorem
Chapter 10. Covering Spaces
Appendix 1. Cardinality