Table of Contents

Sets and Relations Functions Cardinality, Order Topology of the Line and Plane Topological Spaces Definitions Bases and Subbases Continuity and Topological Equivalence Metric and Normed Spaces Countability Separation Axioms Compactness Product Spaces Connectedness Complete Metric Spaces Function Spaces Appendix Properties of the Real Numbers

About the Author

He is a Ph.D and a Professor of Mathematics in Temple University