Syllabus: Topological spaces, quotient
topology. Separation axioms, Urysohn lemma. Connectedness and
compactness. Tychonoffs theorem, one point
compactification.
Reference Texts:
1. J. Munkres: Topology a first course.
2. M. A. Armstrong: Basic Topology.
3. G. G. Simmons: Introduction to Topology and
Modern Analysis.
4. K. Janich: Topology.
https://www.isibang.ac.in/~adean/infsys/database/Bmath/T.html
- Teacher: Shreedhar Inamdar