Daniel N. Rockmore / Healy, Jr, Dennis M. (eds.)
Modern Signal Processing
Herausgeber: Healy, Jr Dennis M.; Rockmore, Daniel N.
Daniel N. Rockmore / Healy, Jr, Dennis M. (eds.)
Modern Signal Processing
Herausgeber: Healy, Jr Dennis M.; Rockmore, Daniel N.
- Gebundenes Buch
- Merkliste
- Auf die Merkliste
- Bewerten Bewerten
- Teilen
- Produkt teilen
- Produkterinnerung
- Produkterinnerung
A 2004 description of the mathematical basis of signal processing, and many areas of application.
Andere Kunden interessierten sich auch für
- Shaila Dinkar ApteRandom Signal Processing256,99 €
- A. C. DavisonStatistical Models73,99 €
- Adnan DarwicheModeling and Reasoning with Bayesian Networks70,99 €
- Donald B. RubinMatched Sampling for Causal Effects122,99 €
- Henk TijmsProbability49,99 €
- Dan RomikThe Surprising Mathematics of Longest Increasing Subsequences46,99 €
- Peter K. FrizMultidimensional Stochastic Processes as Rough Paths108,99 €
-
-
-
A 2004 description of the mathematical basis of signal processing, and many areas of application.
Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Produktdetails
- Produktdetails
- Verlag: Cambridge University Press
- Seitenzahl: 354
- Erscheinungstermin: 20. Oktober 2015
- Englisch
- Abmessung: 240mm x 161mm x 24mm
- Gewicht: 696g
- ISBN-13: 9780521827065
- ISBN-10: 052182706X
- Artikelnr.: 21984303
- Verlag: Cambridge University Press
- Seitenzahl: 354
- Erscheinungstermin: 20. Oktober 2015
- Englisch
- Abmessung: 240mm x 161mm x 24mm
- Gewicht: 696g
- ISBN-13: 9780521827065
- ISBN-10: 052182706X
- Artikelnr.: 21984303
1. Introduction D. Rockmore and D. Healy; 2. Hyperbolic geometry, Nehari's
theorem, electric circuits, and analog signal processing J. Allen and D.
Healy; 3. Engineering applications of the motion-group Fourier transform G.
Chirikjian and Y. Wang; 4. Fast x-ray and beamlet transforms for
three-dimensional data D. Donoho and O. Levi; 5. Fourier analysis and
phylogenetic trees S. Evans; 6. Diffuse tomography as a source of
challenging nonlinear inverse problems for a general class of networks A.
Grunbaum; 7. An invitation to matrix-valued spherical functions A.
Grunbaum, I. Pacharoni and J. Tirao; 8. Image registration for MRI P.
Kostelec and S. Periaswamy; 9. The mathematics of JPEG 2000 Jin Li; 10.
Integrated sensing and processing for statistical pattern recognition C.
Priebe, D. Marchette and D. Healy; 11. Sampling of functions and sections
for compact groups D. Maslen; 12. The Cooley-Tukey FFT and group theory D.
Maslen and D. Rockmore; 13. Mathematical challenges for optical
communications U. Osterberg; 14. The generalized spike process, sparsity
and statistical independence N. Saito.
theorem, electric circuits, and analog signal processing J. Allen and D.
Healy; 3. Engineering applications of the motion-group Fourier transform G.
Chirikjian and Y. Wang; 4. Fast x-ray and beamlet transforms for
three-dimensional data D. Donoho and O. Levi; 5. Fourier analysis and
phylogenetic trees S. Evans; 6. Diffuse tomography as a source of
challenging nonlinear inverse problems for a general class of networks A.
Grunbaum; 7. An invitation to matrix-valued spherical functions A.
Grunbaum, I. Pacharoni and J. Tirao; 8. Image registration for MRI P.
Kostelec and S. Periaswamy; 9. The mathematics of JPEG 2000 Jin Li; 10.
Integrated sensing and processing for statistical pattern recognition C.
Priebe, D. Marchette and D. Healy; 11. Sampling of functions and sections
for compact groups D. Maslen; 12. The Cooley-Tukey FFT and group theory D.
Maslen and D. Rockmore; 13. Mathematical challenges for optical
communications U. Osterberg; 14. The generalized spike process, sparsity
and statistical independence N. Saito.
1. Introduction D. Rockmore and D. Healy; 2. Hyperbolic geometry, Nehari's
theorem, electric circuits, and analog signal processing J. Allen and D.
Healy; 3. Engineering applications of the motion-group Fourier transform G.
Chirikjian and Y. Wang; 4. Fast x-ray and beamlet transforms for
three-dimensional data D. Donoho and O. Levi; 5. Fourier analysis and
phylogenetic trees S. Evans; 6. Diffuse tomography as a source of
challenging nonlinear inverse problems for a general class of networks A.
Grunbaum; 7. An invitation to matrix-valued spherical functions A.
Grunbaum, I. Pacharoni and J. Tirao; 8. Image registration for MRI P.
Kostelec and S. Periaswamy; 9. The mathematics of JPEG 2000 Jin Li; 10.
Integrated sensing and processing for statistical pattern recognition C.
Priebe, D. Marchette and D. Healy; 11. Sampling of functions and sections
for compact groups D. Maslen; 12. The Cooley-Tukey FFT and group theory D.
Maslen and D. Rockmore; 13. Mathematical challenges for optical
communications U. Osterberg; 14. The generalized spike process, sparsity
and statistical independence N. Saito.
theorem, electric circuits, and analog signal processing J. Allen and D.
Healy; 3. Engineering applications of the motion-group Fourier transform G.
Chirikjian and Y. Wang; 4. Fast x-ray and beamlet transforms for
three-dimensional data D. Donoho and O. Levi; 5. Fourier analysis and
phylogenetic trees S. Evans; 6. Diffuse tomography as a source of
challenging nonlinear inverse problems for a general class of networks A.
Grunbaum; 7. An invitation to matrix-valued spherical functions A.
Grunbaum, I. Pacharoni and J. Tirao; 8. Image registration for MRI P.
Kostelec and S. Periaswamy; 9. The mathematics of JPEG 2000 Jin Li; 10.
Integrated sensing and processing for statistical pattern recognition C.
Priebe, D. Marchette and D. Healy; 11. Sampling of functions and sections
for compact groups D. Maslen; 12. The Cooley-Tukey FFT and group theory D.
Maslen and D. Rockmore; 13. Mathematical challenges for optical
communications U. Osterberg; 14. The generalized spike process, sparsity
and statistical independence N. Saito.