Models of Set Theory I. (V4A8)
Lecturers
- Dr. Philipp Lücke
Time and place
Lecture: Monday 14:15-16:00 und Wednesday 12:15-14:00, Seminarraum 1.008, Endenicher Allee 60.
Content
- Transitive models of ZFC
- The inner model HOD
- Forcing
- The Independence of the Continuum Hypothesis
- The independence of the Axiom of Choice
- Descriptive set theory
- Forcing and large cardinals
Tutorials
- Monday 12.00-14.00, Seminarraum N0.007 (Aras Ergus).
- Wednesday 10.00-12.00, Seminarraum N0.007 (Finn Schmieter).
Oral Exams
- 1. Date: 28.+29. July 2015. Room 4.004, Endenicher Allee 60.
- 2. Date: 17. September 2015. Room 4.004, Endenicher Allee 60.
Problems
- Series 1 (due Wednesday, April 22).
- Series 2 (due Wednesday, April 29).
- Series 3 (due Wednesday, May 06).
- Series 4 (due Wednesday, May 13).
- Series 5 (due Wednesday, May 20).
- Series 6 (due Wednesday, June 03).
- Series 7 (due Wednesday, June 10).
- Series 8 (due Wednesday, June 17).
- Series 9 (due Wednesday, June 24).
- Series 10 (due Wednesday, July 01).
- Series 11 (due Wednesday, July 08).
Literature
- Kenneth Kunen: Set theory - An introduction to independence proofs. Studies in Logic and the Foundations of Mathematics, 102. North-Holland Publishing Co., Amsterdam-New York, 1980.
- Ralf Schindler: Set theory - Exploring independence and truth. Universitext. Springer, Cham, 2014.
- Thomas Jech: Set theory - The third millennium edition, revised and expanded. Springer Monographs in Mathematics. Springer-Verlag, Berlin, 2003.
Last changed: 11.09.2015