MATH 73 Metric Spaces and Measure Theory

This course reviews the basic theory of metric spaces and their topology including continuity, completeness, connectedness, and compactness. An introduction to abstract measure theory follows, with topics including measurability, measures, integration, the construction of Lebesgue measure, as well as additional topics as time allows.

Instructor

Trout

Prerequisite

MATH 43 and MATH 63 or a basic course in real analysis and an undergarduate complex analysis course or permission of the instructor.

Degree Requirement Attributes

Dist:QDS

The Timetable of Class Meetings contains the most up-to-date information about a course. It includes not only the meeting time and instructor, but also its official distributive and/or world culture designation. This information supersedes any information you may see elsewhere, to include what may appear in this ORC/Catalog or on a department/program website. Note that course attributes may change term to term therefore those in effect are those (only) during the term in which you enroll in the course.

Offered

• Fall