Integral and Discrete Transforms

Integral and Discrete Transforms
470-4118/01
čeština Integral and Discrete Transforms
470-4118/02
angličtina Integral and Discrete Transforms
470-4118/03
čeština Integral and Discrete Transforms
470-4118/04
angličtina

Summary

This subject belongs to the set of basic mathematical subjects of technical university studies. Student gets know the theory and use of the Laplace transform, Z-transform, Fourier series, Fourier and Window-Fourier transform, Wavelet transform in the continuous form and discrete form as well including algorithms, efficient implementations and applications for signal processing, e.g. time-frequency analysis, compression, filtering etc.

Literature

• Bachman G., Narici L., Becktenstein E.: Fourier and wavelet analysis, Springer, 2000.
• William L. Briggs, Van Emden Henson: THE DFT, An Owner´s Manual for the Discrete Fourier Transform, SIAM, 1995,ISBN 0-89871-342-0.

Advised literature

• William L. Briggs, Van Emden Henson: THE DFT, An Owner´s Manual for the Discrete Fourier Transform, SIAM, 1995,ISBN 0-89871-342-0.

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Language of instruction	čeština, angličtina, čeština, angličtina
Code	470-4118
Abbreviation	ITDT
Course title	Integral and Discrete Transforms
Coordinating department	Department of Applied Mathematics
Course coordinator	doc. Ing. David Horák, Ph.D.