Overview
Description
Lebesgue measure, measurable spaces, integration, convergence theorems, Fubini Theorem, measure–theoretic foundations of probability, topological measures, differentiation. Radon-Nikodym Theorem, Riesz Representation, special topics.
Requirements
Units
Lecture3
Catalog Details
Offering
Offered: Every Fall
Terms
fall
Attributes
Standard
Learning Outcomes
- demonstrate understanding of measure theory.
- demonstrate understanding of Lebesgue integration.
- demonstrate understanding of the uses of modern theories of measure and integration.