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Course Information

The repeat exam is scheduled for the 31st of March, 13:00-16:00h, in the Theoretical Lecture Hall in Linnéstr. 5.

A Moodle page for this course is available under the name "Fortgeschrittene Quantenmechanik / Quantenmechanik 2". Credentials for sign-up to Moodle and to access additional course materials on this page have been sent to you via e-mail (if you are subscribed to the course on AlmaWeb and haven't received an e-mail yet, please contact me, fischer_at_itp.uni-leipzig.de).

Schedule of lectures: Tuesday, 15:15-16:45, ITP SR210
Friday, 09:15-10:45, ITP SR210
Schedule of tutorials: Wednesday, 09:15-10:45, ITP SR114 (German)
Friday, 13:15-14:45, ITP SR210 (English)
Office Hours: Thursday, 14:00-15:00, please schedule appointment with Prof. Rosenow in advance via e-mail
Additional information: Please see the link below to lecture notes on Graphene and Dirac fermions by Anthony Leggett. The first lecture is scheduled for October 12th.

The first tutorials are scheduled for Wednesday, October 13th (German), and Friday, October 15th (English).
Admission requirements: Admission to the course's final examination requires a minimum of 50% of the total points of all exercises on the problem sets. Problems marked with an asterisk (*) on the exercise sheets must be handed in via Moodle and will be checked and returned. All problems will be checked and discussed in the tutorials.
Recommended Reading: F. Schwabl, "Quantenmechanik: Eine Einführung",
(i.a. Springer, Berlin Heidelberg, 2007)

J. J. Sakurai, "Modern Quantum Mechanics",
(i.a. Addison-Wesley Longman, Reading, 2010)

B. Andrei Bernevig, "Topological Insulators and Topological Superconductors",
(Princeton University Press, 2013)

Problem Sets and Lecture Notes

Preliminary exam results
Problem sets
Problem Set 0
Problem Set 1
Problem Set 2
Problem Set 3
Problem Set 4
Problem Set 5
Problem Set 6
Problem Set 7
Notes Set 7
Problem Set 8
Problem Set 9
Notes Set 9 en
Notes Set 9 de
Problem Set 10
Notes Set 10
Problem Set 11
Problem Set 12
Problem Set 13
Problem Set 14, Bonus
Lecture notes by Anthony Leggett
Notes on Dirac notation
Summary Quantum Mechanics I
Quantum Mechanics I lecture notes
Quantum Mechanics II lecture notes
Lecture notes on topological phenomena
Lecture notes and videos of lectures
Lecture 1 script
Lecture 1 video
Lecture 2 script
Lecture 2 video
Lecture 3 script
Lecture 3 video
Lecture 4 script
Lecture 4 video
Lecture 5 script
Lecture 5 video
Lecture 6 script
Lecture 6 video
Lecture 7 script
Lecture 7 video
Lecture 8 script
Lecture 8 video
Lecture 9 script
Lecture 9 video
Lecture 10 script
Lecture 10 video
Lecture 11 script
Lecture 11 video
Lecture 12 script
Lecture 12 video
Lecture 13 script
Lecture 13 video
Lecture 14 script
Lecture 14 video
Lecture 14.12.2022 script
Lecture 14.12.2022 video
Lecture 17.12.2022 script
Lecture 17.12.2022 video
Lecture 04.01.2022 script
Lecture 04.01.2022 video
Lecture 07.01.2022 script
Lecture 07.01.2022 video
Lecture 18 script
Lecture 18 video
Lecture 19 script
Lecture 19 video
Lecture 20 script
Lecture 20 video
Lecture 21 script
Lecture 21 video
Tutorial for Problem Set 11
Tutorial for Problem Set 12