MATH 527 Introduction to Topology. Prerequisite is MATH 222 and previous proof-based course.
Topics covered include continuity compactness, connectedness, separation axiom, and metric spaces.
MATH 640 Advanced Geometry. Prerequisite is MATH 307. This course provides a detailed study of one or more branches of geometry. Possible topics include non-Euclidean geometry, differential geometry, projective geometry, and algebraic geometry. MATH 614C Seminar in Topolgy.