The Transforms and Applications Handbook brings together in a single volume the most important mathematical transforms that are frequently used by engineers and scientists. Each chapter covers one of the transforms and provides numerous examples. These examples highlight the use of the transform and its properties. Applications to different areas are also included in each chapter. The book begins with a treatment of the delta function and some of the classical orthogonal functions. The text details transforms such as:
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Signals and Systems, Alexander D. Poularikas, University of Alabama in Huntsville
Fourier Transforms, Kenneth B. Howell, University of Alabama in Huntsville
Sine and Cosine Transforms, Pat Yip, MacMaster University, Ontario
The Hartley Transform, Kraig J. Olejniczak, University of Arkansas
Laplace Transforms, Samuel Seely, Westbrook, Connecticut
The Z-Transform, Alexander D. Poularikas, University of Alabama in Huntsville
Hilbert Transforms, Stefan L. Hahn, Warsaw University of Technology
Radon and Abel Transforms, Stanley Deans, University of Central Florida
The Hankel Transform, Robert Piessens , Katholieke Universieit Leuven, Belgium
Wavelet Transform, Yunlong Sheng, Laval University, Quebec
The Mellin Transform, Jacqueline Bertrand, Pierre Bertrand, Universite de Paris VII, and Jean-Philippe Ovarlez, ONERA/DES, France
Mixed Time-Frequency Signal Transformations, Fay Boudreaux-Bartels, University of Rhode Island
Appendices, Alexander D. Poularikas, University of Alabama in Huntsville
Index
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