VO 250041-1 and PS 250062-1 Advanced Measure Theory.
Please email
Henk Bruin
for more information on this course.
Information from the
Course catalogue and for the Proseminar.
Announcements
No Exercise Class in the first week (October 2).
Schedule
| Day | Time | Room | Type | From | To |
|---|
| Wedday | 8:00 - 9:30 | HS11 | Lecture | 01.10.2025 | |
| Thursday | 11:30 - 13:00 | SR7 | Proseminar | 02.10.2025 | 29.01.2026 |
| Friday | 13:15 - 14:45 | SR13 | Lectures | 03.10.2025 | 30.01.2026 |
Weekly progress
| Week 1 | Type | Topic/Material |
|---|
| October 1 | Lecture | Introduction, Sigma-Algebras |
| October 2 | Proseminar | not this week yet |
| October 3 | Lecture |
|
Assessment
By oral examination by appointment.
References and resources
- Richard F. Bass, Real Analysis for Graduate Students
This text, of which we will roughly cover Chapters 1-13,
can be downloaded for free
Version 2.1,
Version 5.0
or from Bass' webpage.
- Walter Rudin, The principles of real analysis, (International Series in Pure and Applied Mathematics) 3rd Edition, ISBN-10 007054235X
(Chapter 6). Also online
- Note on the Lebesgue Density Theorem
- The notes of Roland Zweimüller can be found on Moodle.
- Another set of notes can be found on Moodle.
Updated July 2025