Mathematics M2e
Summer
(engl. Mathematics M2e )
Module-ID: FMA-INF-5013262 |
| Link: | (Angeboten wenn im LSF) |
| Responsibility: | Prof. Dr. Thomas Richter |
| Lecturer: | Prof. Dr. Thomas Richter |
| Classes: |
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Credit Points 5 |
Semester Summer |
Term |
Duration 1 Semester |
Language
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Level Bachelor |
Goals and qualifications:
The students acquire comprehension of and familiarity with concepts and methods that are relevant for 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 calculus.
Content:
- Convergence and continuity
- Differential calculus (1-dimensional)
- Ordinary differential equations (examples, methods to solve homogeneous linear ODE’s of second order with constant coefficients)
- Calculus of integrals (1-dimensional)
- Differential calculus (n-dimensional)
- Examples of partial differenzial equations
Workload:
| In class | Self-study | |
|---|---|---|
| Lecture | 3 SWS / 42 h | 66 h |
| Global tutorial | 2 SWS / 28 h | |
| Group tutorial | 1 SWS / 14 h |
| Prerequisites for participation: | Pre-examination requirements: | Type of examination: |
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(default: werden in der ersten LV bekannt gegeben)
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| Applicability in curriculum: | - B.Sc. INF: Mathematik / Logik - B.Sc. CV: Mathematik / Logik - B.Sc. INGINF: Mathematik / Logik - B.Sc. WIF: Verstehen - Pflicht - B.Sc. INF (bilingual): Mathematik / Logik |
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