MATH 6110

Real Analysis

Course Description

Course information provided by the 2025-2026 Catalog.

MATH 6110-MATH 6120 are the core analysis courses in the mathematics graduate program. MATH 6110 covers abstract measure and integration theory, and related topics such as the Lebesgue differentiation theorem, the Radon-Nikodym theorem, the Hardy-Littlewood maximal function, the Brunn-Minkowski inequality, rectifiable curves and the isoperimetric inequality, Hausdorff dimension and Cantor sets, and an introduction to ergodic theory.

Prerequisites REF-FA25/Corequisites REF-FA25 strong performance in an undergraduate analysis course at the level of MATH 4140, or permission of instructor. Corequisites: None.

Forbidden Overlaps REF-FA25 MATH 6110, MATH 6210

Last 4 terms offered (None)

View Enrollment Information