MATH 351 - Topology 3 s.h.

Basic topics in topology, including metric spaces; continuity and limits; topological spaces; subspaces; neighborhoods; closure, interior and boundary; product spaces; quotient spaces; connectedness; local connectedness; path connectedness; compactness and the Bolzano-Weierstrass property. More advanced topics will be covered as time permits: homotopy, the fundamental group, and simply connected spaces; the fundamental theorem of algebra.
LA
Prerequisite(s): JrS, MATH 205 with a “C” or better, 6 s.h. of 300-level MATH.