Transforms and Applications Handbook, Third Edition

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    Transforms and Applications Handbook, Third Edition
    Author: Alexander D. Poularikas
    Publisher: CRC Press
    Publish Date: January 19, 2010
    ISBN-10: 1420066528
    Pages: 911
    File Type: PDF
    Language: English
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    Book Description
    The third edition of Transforms and Applications Handbook follows a similar approach to that of the second edition. The new edition builds upon the previous one by presenting additional important transforms valuable to engineers and scientists. Numerous examples and different types of applications are included in each chapter so that readers from different backgrounds will have the opportunity to become familiar with a wide spectrum of applications of these transforms. In this edition, we have added the following important transforms:
    1. Finite Hankel transforms, Legendre transforms, Jacobi and Gengenbauer transforms, and Laguerre and Hermite transforms
    2. Fraction Fourier transforms
    3. Zak transforms
    4. Continuous and discrete Chirp–Fourier transforms
    5. Multidimensional discrete unitary transforms
    6. Hilbert–Huang transforms
    I would like to thank Richard Dorf, the series editor, for his help. Special thanks also go to Nora Konopka, the acquisitions editor for engineering books, for her relentless drive to finish the project.
    Alexander D. Poularikas
    Contents
    Preface to the Third Edition .. vii
    Editor ……………….. ix
    Contributors ……….. xi
    1 Signals and Systems …… 1-1
    Alexander D. Poularikas
    2 Fourier Transforms … 2-1
    Kenneth B. Howell
    3 Sine and Cosine Transforms……. 3-1
    Pat Yip
    4 Hartley Transform ……. 4-1
    Kraig J. Olejniczak
    5 Laplace Transforms ……… 5-1
    Alexander D. Poularikas and Samuel Seely
    6 Z-Transform …………. 6-1
    Alexander D. Poularikas
    7 Hilbert Transforms ……… 7-1
    Stefan L. Hahn
    8 Radon and Abel Transforms …………… 8-1
    Stanley R. Deans
    9 Hankel Transform ….. 9-1
    Robert Piessens
    10 Wavelet Transform …. 10-1
    Yulong Sheng
    11 Finite Hankel Transforms, Legendre Transforms, Jacobi and Gegenbauer Transforms,
    and Laguerre and Hermite Transforms …… 11-1
    Lokenath Debnath
    12 Mellin Transform …. 12-1
    Jacqueline Bertrand, Pierre Bertrand, and Jean-Philippe Ovarlez
    13 Mixed Time–Frequency Signal Transformations ……… 13-1
    G. Fay Boudreaux-Bartels
    14 Fractional Fourier Transform …………… 14-1
    Haldun M. Ozaktas, M. Alper Kutay, and Ça gatay Candan
    15 Lapped Transforms ….. 15-1
    Ricardo L. de Queiroz
    16 Zak Transform … 16-1
    Mark E. Oxley and Bruce W. Suter
    17 Discrete Time and Discrete Fourier Transforms ….. 17-1
    Alexander D. Poularikas
    18 Discrete Chirp-Fourier Transform …….. 18-1
    Xiang-Gen Xia
    19 Multidimensional Discrete Unitary Transforms …………. 19-1
    Artyom M. Grigoryan
    20 Empirical Mode Decomposition and the Hilbert–Huang Transform …….. 20-1
    Albert Ayenu-Prah, Nii Attoh-Okine, and Norden E. Huang
    Appendix A: Functions of a Complex Variable………. A-1
    Appendix B: Series and Summations………B-1
    Appendix C: Definite Integrals ………….C-1
    Appendix D: Matrices and Determinants ……. D-1
    Appendix E: Vector Analysis ……………… E-1
    Appendix F: Algebra Formulas and Coordinate Systems …… F-1
    Index ………. IN-1

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