MATH 871 GENERAL TOPOLOGY I (3) I. Topological
spaces and topological invariants;
continuous mappings and their invariants; perfect mappings;
topological constructs (product, quotient, direct and
inverse limit spaces). Pr.: MATH 700 and 701.
MATH 872 GENERAL TOPOLOGY II
(3) II. Compact spaces and compactification, uniform and
proximity spaces, metric spaces and metrization, topology
of Rn, function spaces, complete spaces, introduction to
homotopy theory. Pr.: MATH 871.