Allgemeine Angaben |
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Algorithms for Scientific Computing (IN2001) | | |
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lecture with integrated exercises |
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Allocations: 1 | |
eLearning[Provide new moodle course in current semester] |
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Angaben zur Abhaltung |
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Discrete Fourier transform and related transforms - FFT: derivation and implementation - Fast discrete cosine/sine transforms: derivation and implementation via FFT - Applications: multi-dimensional data (images, video, audio) and FFT-based solvers for linear systems of equations Space-filling curves - Peano-and Hilbert curves: representation by algebraic and grammatical means - Applications: organisation of multi-dimensional data; parallel algorithms and cache oblivious algorithms Hierarchical numerical methods - Hierarchical bases for one-and multi-dimensional problems - Computational cost versus accuracy; Sparse Grids - Applications: numerical quadrature, differential equations - Outlook: multigrid methods, Wavelets |
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see module description IN2001 |
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Für die Anmeldung zur Teilnahme müssen Sie sich in TUMonline als Studierende*r identifizieren. |
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Zusatzinformationen |
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