Mathematics M1e
(in German: Mathematik M1e - )
Module-ID: FIN-INF-501325 |
| Link: | LSF |
| Responsibility: | Prof. Dr. Volker Kaibel |
| Lecturer: | Prof. Dr. Volker Kaibel |
| Classes: |
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| Applicability in curriculum: |
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Abbreviation
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Credit Points 5 |
Semester Winter |
Term 1. |
Duration 1 Semester |
Language english |
Level Bachelor |
Intended learning outcomes:
The students acquire comprehension of and familiarity with concepts and methods that
are relevant to subject-specific classes in the areas of engineering and computer science.
They develop technical skills by applying those methods, in particular to subject-specific
examples.
The topical focus of the module is on an introduction to linear algebra.
Content:
- Complex numbers
- Real and complex vectors
- Matrices
- Determinants
- Linear maps
- Eigenvalues (introduction)
- Systems of linear equations
Workload:
In class:
Lecture Mathematics M1e -- 3 SWS / 42 h
Global tutroial Mathematics M1e -- 2 SWS / 28 h
Group tutorial Mathematics M1e -- 1 SWS / 14 h
Self study: Preparation and follow-up of courses, exam preparation -- 66 h
| Type of examination: | Teaching method / lecture hours per week (SWS): |
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Preliminary examination work: Announcement at the beginning of the semester Exam: Written exam |
Lectures (3 SWS) Exercises (3 SWS) |
| Prerequisites according to examination regulations: | Recommended prerequisites: |
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keine |
| Media: | Literature: |
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