706820 VU Advanced numerical mathematics A: Numerical Mathematics
winter semester 2021/2022 | Last update: 13.01.2022 | Place course on memo listAbsolvents of this modul should understand, express and apply the content of the lectures. They should acquire the ability to work out further topics of numerical analysis independently. Furthermore, they should gain a basic understanding of numerical analysis.
Numerical methods for initial value problems of ordinary differential equations (one-step and multistep methods, step size control); Boundary value problems and eigenvalue problems of ordinary differential equations (theory, difference methods, variantional methods, shooting methods); numerical methods for partial differential equations (method of lines, spectral method); numerical treatment shock waves (Godunov's scheme).
Lecture, assessment is based on a single examination at the end of the course.
Oral examination.
Will be discussed in the first lesson.
- Faculty of Mathematics, Computer Science and Physics
Group 1
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Date | Time | Location | ||
Mon 2021-10-04
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free | |
Mon 2021-10-11
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free | |
Mon 2021-10-18
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free | |
Mon 2021-10-25
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free | |
Mon 2021-11-08
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08.30 - 11.00 | rr 14 rr 14 | Barrier-free | |
Mon 2021-11-08
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free | |
Mon 2021-11-15
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free | |
Mon 2021-11-22
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free | |
Mon 2021-11-29
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free | |
Mon 2021-12-06
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free | |
Mon 2021-12-13
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free | |
Mon 2022-01-10
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free | |
Mon 2022-01-17
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08.30 - 11.00 | rr 14 rr 14 | Barrier-free | |
Mon 2022-01-24
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free | |
Mon 2022-01-31
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08.30 - 11.00 | HSB 9 HSB 9 | Barrier-free |