This text is intended for a one-semester undergraduate course in topology. The fundamental concepts of general
topology are covered rigorously but at a gentle pace and an elementary level. It is accessible to students with
only an elementary calculus background. In particular, abstract algebra is not a prerequisite. The first chapter
develops the elementary concepts of sets and functions, and in Chapter 2 the general topological space is introduced.
Subspaces, continuity, and homeomorphisms are covered in Chapter 3. The remaining chapters cover product spaces,
connected spaces, separation properties, and metric spaces.