Real analysis is the study of the rigorous theory of the real numbers, Euclidean space, and calculus. The goal is to thoroughly understand the familiar concepts of continuity, limits, and sequences. Topics include compactness, completeness, and connectedness; continuous functions; differentiation and integration; limits and sequences; and interchange of limit operations as time permits.
Max Enrollment: 24
Prerequisites: MATH 205 and MATH 206.
Instructor: H. Wang (Fall), S. Chang (Spring)
Distribution Requirements: MM - Mathematical Modeling and Problem Solving
Typical Periods Offered: Spring; Fall
Semesters Offered this Academic Year: Fall; Spring