Teaching
Besides research, one of our main interests is teaching and providing a suitable environment for young scientists. Various lectures, seminars, practice courses and tutorial classes are held by our group. In addition, routinely new students join us for their Bachelor, Master or PhD thesis.
Winter Term 2022/23
- 705315 PS Theoretical Physics 1 (Mechanics)
Instructors: Michael Schuler, Lukas Jan Fiderer (AG Briegel)
- 705741 SE Seminar (Q): solid state physics 22/23
Instructors: Thomas Lang, Mathias Scheurer
-
705810 SE Research Seminar: Solid State Physics 22/23
Instructors: Thomas Lang, Mathias Scheurer -
705894 VU Methoden der Computational Physics: Computational Physics I
Instructor: Thomas Lang
- 705895 VO Computational Physics I
Instructor: Thomas Lang
- 705897 VO Computational Physics II
Instructor: Thomas Lang
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705898 VU Methods in Computational Physics: Computational Physics II
Instructor: Thomas Lang
Summer Term 2022
-
705215 VO Mathematical Methods of Physics for Prospective Teachers
Instructor: Michael Schuler -
705615 SE Seminar with Bachelor's Thesis
Instructor from our group: Thomas Lang -
705825 VU Advanced Quantum Many-Body Physics: Quantum Field Theory
Instructor: Thomas Lang -
705826 VU Advanced Methods in Quantum Many-Body Physics A: Quantum Field Theory
Instructor: Thomas Lang -
705827 VU Specific Theoretical Topics 1: Quantum Field Theory
Instructor: Thomas Lang
Winter Term 2021/22
- 705315 PS Theoretical Physics 1 (Mechanics)
Instructors: Alexander Eberharter, Thomas Lang
- 705513 PS Theoretical Physics 3 (Electrodynamics)
Instructor: Artem Rakcheev
- 705741 SE Seminar (Q): solid state physics
Instructors: Thomas Lang, Mathias Scheurer
- 705810 SE Research Seminar: Solid State Physics 2022
Instructors: Thomas Lang, Mathias Scheurer
- 705895 VU Computational Physics
Instructor: Thomas Lang
- 705897 VU Methods in Computational Physics: Computational Physics I
Instructor: Thomas Lang
-
705898 VU Methods in Computational Physics: Computational Physics II
Instructor: Thomas Lang -
Theoriekolloquium
Exams
For most lectures oral exams can be taken within one year after the lectures.