MATH 190AFoundations of Topology I
An introduction to point set topology: topological spaces, subspace topologies, product topologies, quotient topologies, continuous maps and homeomorphisms, metric spaces, connectedness, compactness, basic separation, and countability axioms. Examples. Instructor may choose further topics such as Urysohn’s lemma, Urysohn’s metrization theorem. Formerly MATH 190. Students may not receive credit for MATH 190A and MATH 190.
Prerequisites
From the catalog: “MATH 31CH or MATH 140A or MATH 142A. Students who have not completed prerequisites may enroll with consent of instructor.”
Where it sits in degree plans
Required in (1)
- Mathematics—Secondary Education (B.A.)