MATH-46023 credit hours

Measure Theory and Integration

Mathematics · 3 hrs Lecture

Offered: Every Second Year

The calendar doesn't say which term this runs in. The sections below show the terms it actually runs in this year.

Hard to catch. Runs only every second year, and the calendar doesn't say which, confirm the next offering with the department before counting on it.

MATH-4602 prerequisites

9 courses appear in this chain, up to 5 levels deep. 6 are needed whichever route you take: MATH-1201MATH-1401MATH-2105MATH-2106MATH-2405MATH-3101

Show the chain
MATH-3101Introduction to Mathematical Analysis

all of

MATH-2405Real Analysis I

all of

Minimum grade of C in both MATH-1104

MATH-1401Discrete Mathematics

any one of

Pre-Calculus Mathematics 40S

a grade of 65%

higher in Applied Mathematics 40S

MATH-0042Mathematics Access II

any one of

A minimum grade of 65% in Pre-Calculus 30S

a minimum grade of C+ in MATH-0041

permission of the Department Chair

MATH-2106Intermediate Calculus II

all of

MATH-2105Intermediate Calculus I

all of

any one of

A minimum grade of C in MATH-1101

in MATH-1104

any one of

MATH-1201Linear Algebra I

any one of

Pre-Calculus Mathematics 40S

Applied Mathematics 40S

MATH-0042Mathematics Access II

Its prerequisites are shown above.

the former MATH-2201

MATH-1201Linear Algebra I

Its prerequisites are shown above.

any one of

MATH-2203Linear Algebra II
MATH-1201Linear Algebra I

Its prerequisites are shown above.

MATH-2221not in the 2026-27 calendar

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Where MATH-4602 counts

Counts toward 1 more as one option among several, not as a course you must take:

  • MATH 3-YEAR BA/BSc IN MATHEMATICS

Read from the departments' own calendar pages, where 71 of 141 programs are only partly machine-readable, so treat these as a minimum rather than the full list. Confirm with an academic advisor.

Description

Topics in this course include Lebesgue measure and integration, abstract measure theory and integration, Banach spaces and Lp spaces. Principal results such as Littlewood's three principles, Hölder's inequality, the Riesz-Rischer theorem, the Radon-Nykodym theorem and Fubini's theorem are studied.

Requisite courses

MATH-3101 [prerequisite(s)].

Restrictions

Students may not hold credit for this course and MATH-3602.

Lecture

From the 2026-27 undergraduate calendar. Always verify details on WebAdvisor or with an academic advisor before registering.