Introduction to Topology

Introduction to Topology
An introduction to general topology: open sets and topologies, metric spaces and metric topologies, continuity of functions on topological spaces, connectedness and local connectedness, separation axioms, compactness and local compactness, existence and extensions of continuous functions, and topologies on product spaces.
 Hours3.0 Credit, 3.0 Lecture, 0.0 Lab
 PrerequisitesMath 290 or equivalent.
 RecommendedMath 341 and Math 342 or equivalents.
 ProgramsContaining MATH 451
Course Outcomes: 

Develop topological concepts

Developing topological concepts, beginning from a linear setting. Developing proofs or counterexamples from axioms to a structured sequence of topological propositions using only notes provided. For more detailed information visit the Math 451 Wiki page.