MATH 8810 Real Analysis

Name: Real Analysis
Rating: 4.5 (14 reviews)

Measure Theory, Hilbert Space, and Fourier Theory. Possible topics from: Lebesgue measure starting on R, convergence and Fubini theorems, and generalizing to locally compact spaces and groups.

Course overview

Department: Mathematics
School: MCAS
Credits: 3
Level: Both
Offered: Every Fall

Requirements fulfilled

No source-backed degree requirement is attached to this course yet.

Official evaluation summary

4.50 / 5

Based on 14 aggregate responses from BC Avalanche/Blue evaluations.

Data freshness

Course and evaluation data last updated 2026-08-02. Source details and limitations are documented in Data Sources and Methodology.

Instructors

Renato Mirollo
Fall 2026, Fall 2024 · Official rating 4.75/5
Kathryn Lindsey
Fall 2023, Fall 2022 · Official rating 4.83/5
Martin Bridgeman
Fall 2021 · Official rating 4.75/5

Sections

Section 01
Fall 2026 · Renato Mirollo · Maloney Hall 560 MWF 12:00 Noon-12:50PM · Offered