Module 28-M-FMP Foundations of Mathematical Physics

Faculty

Person responsible for module

Regular cycle (beginning)

Every winter semester

Credit points and duration

10 Credit points

For information on the duration of the modul, refer to the courses of study in which the module is used.

Competencies

Non-official translation of the module descriptions. Only the German version is legally binding.

Students are given an initial overview of the concepts and methods of mathematical physics. The aim of this course, which is compulsory for all students on this degree programme, is for students from different subject areas to develop a common language. Using basic concepts and examples, students learn how to transfer physical problems to mathematics and how to apply mathematical ideas in physics.

Content of teaching

Courses that may be considered include:

  • Symmetries in physics, in particular the theory of discrete and continuous groups
  • Linear operators in Hilbert spaces
  • Differential geometry and gauge theory

Recommended previous knowledge

—

Necessary requirements

—

Explanation regarding the elements of the module

Module structure: 1 SL, 1 bPr 1

Courses

Exercises in Foundations of mathematical Physics
Type exercise
Regular cycle WiSe
Workload5 90 h (30 + 60)
LP 3 [SL]
Foundations of mathematical Physics
Type lecture
Regular cycle WiSe
Workload5 150 h (60 + 90)
LP 5 [Pr]

Study requirements

Allocated examiner Workload LP2
Teaching staff of the course Exercises in Foundations of mathematical Physics (exercise)

Regular completion of the exercises (usually 50%), in each case with a recognisable and goal-oriented solution approach, as well as participation in the exercise groups (in particular: Presentation of own solutions or solution approaches, asking technical questions and critical discussion of the physical problems, working on attendance exercises).
The exercises to be worked on will be issued one week in advance. The lecturer determines the exact criteria at the beginning of the course and announces them.

 see above see above

Examinations

e-written examination o. written examination o. e-oral examination o. oral examination
Allocated examiner Teaching staff of the course Foundations of mathematical Physics (lecture)
Weighting 1
Workload 60h
LP2 2

Written exam (approx. 2-3 hours)
Oral examination (approx. 30 minutes)
The module examination covers the lecture and tutorial.
The written examination can also take place in the form of an electronic examination in presence, the oral examination in the form of an electronic examination at a distance. An electronic written examination at a distance is not permitted.

The module is used in these degree programmes:

Degree programme Profile Recom­mended start 3 Duration Manda­tory option 4
Mathematical and Theoretical Physics / Master of Science [FsB vom 26.04.2024 mit Änderungen vom 29.05.2024 und 10.12.2024 und der Berichtigung vom 01.04.2025] Admission Track Profile A 1. one semester Obli­gation
Mathematical and Theoretical Physics / Master of Science [FsB vom 26.04.2024 mit Änderungen vom 29.05.2024 und 10.12.2024 und der Berichtigung vom 01.04.2025] Admission Track Profile B 1. one semester Obli­gation

Automatic check for completeness

The system can perform an automatic check for completeness for this module.

Legend

1
The module structure displays the required number of study requirements and examinations.
2
LP is the short form for credit points.
3
The figures in this column are the specialist semesters in which it is recommended to start the module. Depending on the individual study schedule, entirely different courses of study are possible and advisable.
4
Explanations on mandatory option: "Obligation" means: This module is mandatory for the course of the studies; "Optional obligation" means: This module belongs to a number of modules available for selection under certain circumstances. This is more precisely regulated by the "Subject-related regulations" (see navigation).
5
Workload (contact time + self-study)
SoSe
Summer semester
WiSe
Winter semester
SL
Study requirement
Pr
Examination
bPr
Number of examinations with grades
uPr
Number of examinations without grades
This academic achievement can be reported and recognised.

Sidebar

Elements of the module

Courses

Study requirements

Examinations

Programme of lectures (eKVV)

Programme of lectures (eKVV)

Show lists of modules

Mathematical and Theoretical Physics / Master of Science // Admission Track Profile A

Mathematical and Theoretical Physics / Master of Science // Admission Track Profile B