WI4007TU Fourier and Laplace Transformation
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Topics: Main theory and practice of the subjects Fourier series, Fourier transform and Laplace transform.
- Fourier series, pointwise convergence and convergence in norm, the Riemann-Lebesgue lemma, Parseval's relation, Gibbs effect, applications.
- Fourier transform, properties, inverse transform, Plancherel's relation, Shannon's sampling theorem, the uncertainty principle, applications.
- Laplace transform, properties, inverse transform, Laplace transform of several special functions (a.o. Bessel functions), applications.
- Distributions, Fourier transform of a distribution, Laplace transform of a distribution
Teachers
W.G.M. Groenevelt
Last modified: 2023-11-03
Details
Credits: | 4 EC |
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Period: | 0/0/4/0 (not running) |