MATH 561 - Elements of Real Analysis

(3 units)

Prerequisite: MATH 361B.
Theory of measure and integration, focusing on the Lebesgue integral on Euclidean space, particularly the real line. Modes of convergence. Fatou’s Lemma, the monotone convergence theorem and the dominated convergence theorem. Fubini’s theorem.

Letter grade only (A-F). (Lecture 3 hours)