This note covers the following topics
: Background in set theory, Topology, Connected spaces, Compact spaces, Metric spaces, Normal
spaces, Algebraic topology and homotopy theory, Categories and paths, Path
lifting and covering spaces, Global topology: applications, Quotients, gluing
and simplicial complexes, Galois theory of covering spaces, Free groups and
graphs,Group presentations, amalgamation and gluing.
This note covers Basic concepts, Constructing topologies,
Connectedness, Separation axioms and the Hausdorff property, Compactness and
its relatives, Quotient spaces, Homotopy, The fundamental group and some
applications, Covering spaces and Classification of covering spaces.
This PDF covers the following
topics related to Topology : Preliminaries, Metric Spaces, Topological
Spaces, Constructing Topologies, Closed Sets and Limit Points, Continuous
Functions, Product and Metric Topologies, Connected Spaces, Compact Spaces,
Separation Axioms, Countability Properties, Regular and Normal Spaces.