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Course Information

Schedule of lectures: Thursday, 15:15-16:45, ITP SR210
Friday, 09:15-10:45, ITP SR210
Schedule of tutorials: Monday, 15:15-16:45, ITP SR114 (English)
Wednesday, 09:15-10:45, ITP SR114 (German)
Office Hours: TBA
Exam: Admission to the exam: List of admitted course participants

The exam will take place on February 15 at 12:00 in the Small Lecture Hall in Linnéstraße. (Please also check the official website of the faculty in case there are any changes.)
Exam Results: Exam results

All results are preliminary. If you are interested, you can inspect your exam. Please send an email to Matthias Thamm before March 03, 2023 to schedule an appointment.
Additional information: Please note that problem set 0 is already available below and that it is due to Friday October 14th. Please hand in solutions to the task(s) marked with * before the Friday lectures.

Please hand in homework solutions to mailbox 39 with label 'Advanced Quantum Mechanics' inside ITP room 105b.

The document "Notes on Dirac notation" under the link below contains a summary/recap of Dirac's bra-ket notation.

The first lecture is scheduled for October 13th.

The first tutorials are scheduled for Wednesday, October 17th (English) and Friday, October 19th (German).

Please note that due to the holiday on November 16, there will be no Wednesday seminar in this week. Please all attend the Monday seminar (November 14, 15:15-16:45, ITP SR114).
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

You can ask questions concerning the problem sets and tutorials to Matthias Thamm (thamm_at_itp.uni-leipzig.de, R. 315a). If you plan to visit the office please make an appointment in advance.


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
Problem Set 8
Preliminary points up to problem set 8
Problem Set 9
Problem Set 10
Problem Set 11
Problem Set 12
Problem Set 13