In this program
- Topological spaces
- Examples (Euclidean, discrete, cofinite)
- Open and closed sets
- Bases and subbases
- Continuous functions and homeomorphisms
- Product and quotient topologies (introduction)
Topological spaces
Examples (Euclidean, discrete, cofinite)
Introductory topology · Theoretical / proof-based
Topic
Examples (Euclidean, discrete, cofinite)
Undergraduate Introductory Topology — scope drawn from open topology notes (metric/topological spaces) and typical US intro topology syllabi.