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Sparse Image and Signal Processing : Wavelets, Curvelets, Morphological Diversity

ISBN: 9780521119139 | 0521119138
Format: Hardcover
Publisher: Cambridge University Press
Pub. Date: 5/10/2010

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SummaryTable of ContentsAuthor Biography
This book presents the state of the art in sparse and multiscale image and signal processing, covering linear multiscale transforms, such as wavelet, ridgelet, or curvelet transforms, and non-linear multiscale transforms based on the median and mathematical morphology operators. Matlab and IDL code accompany these methods and applications to reproduce the experiments and illustrate the reasoning and methodology of the research available for download at the associated Web site.

"Presenting the state of the art in sp... MORE
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Acronymsp. ix
Notationp. xiii
Prefacep. xv
Introduction to the World of Sparsityp. 1
Sparse Representationp. 1
From Fourier to Waveletsp. 5
From Wavelets to Overcomplete Representationsp. 6
Novel Applications of the Wavelet and Curvelet Transformsp. 8
Summaryp. 15
The Wavelet Transformp. 16
Introductionp. 16
The Continuous Wavelet Transformp. 16
Examples of Wavelet Functionsp. 18
Continuous Wavelet Transform Algorithmp. 21
The Discrete Wavelet Transformp. 22
Nondyadic Resolution Factorp. 28
The Lifting Schemep. 31
Wavelet Packetsp. 34
Guided Numerical Experimentsp. 38
Summaryp. 44
Redundant Wavelet Transformp. 45
Introductionp. 45
The Undecimated Wavelet Transformp. 46
Partially Decimated Wavelet Transformp. 49
The Dual-Tree Complex Wavelet Transformp. 51
Isotropic Undecimated Wavelet Transform: Starlet Transformp. 53
Nonorthogonal Filter Bank Designp. 58
Pyramidal Wavelet Transformp. 64
Guided Numerical Experimentsp. 69
Summaryp. 74
Nonlinear Multiscale Transformsp. 75
Introductionp. 75
Decimated Nonlinear Transformp. 75
Multiscale Transform and Mathematical Morphologyp. 77
Multiresolution Based on the Median Transformp. 81
Guided Numerical Experimentsp. 86
Summaryp. 88
The Ridgelet and Curvelet Transformsp. 89
Introductionp. 89
Background and Examplep. 89
Ridgeletsp. 91
Curveletsp. 100
Curvelets and Contrast Enhancementp. 110
Guided Numerical Experimentsp. 112
Summaryp. 118
Sparsity and Noise Removalp. 119
Introductionp. 119
Term-By-Term Nonlinear Denoisingp. 120
Block Nonlinear Denoisingp. 127
Beyond Additive Gaussian Noisep. 132
Poisson Noise and the Haar Transformp. 134
Poisson Noise with Low Countsp. 136
Guided Numerical Experimentsp. 143
Summaryp. 145
Linear Inverse Problemsp. 149
Introductionp. 149
Sparsity-Regularized Linear Inverse Problemsp. 151
Monotone Operator Splitting Frameworkp. 152
Selected Problems and Algorithmsp. 160
Sparsity Penalty with Analysis Priorp. 170
Other Sparsity-Regularized Inverse Problemsp. 172
General Discussion: Sparsity, Inverse Problems, and Iterative Thresholdingp. 174
Guided Numerical Experimentsp. 176
Summaryp. 178
Morphological Diversityp. 180
Introductionp. 180
Dictionary and Fast Transformationp. 183
Combined Denoisingp. 183
Combined Deconvolutionp. 188
Morphological Component Analysisp. 190
Texture-Cartoon Separationp. 198
Inpaintingp. 204
Guided Numerical Experimentsp. 210
Summaryp. 216
Sparse Blind Source Separationp. 218
Introductionp. 218
Independent Component Analysisp. 220
Sparsity and Multichannel Datap. 224
Morphological Diversity and Blind Source Separationp. 226
Illustrative Experimentsp. 237
Guided Numerical Experimentsp. 242
Summaryp. 244
Multiscale Geometric Analysis on the Spherep. 245
Introductionp. 245
Data on the Spherep. 246
Orthogonal Haar Wavelets on the Spherep. 248
Continuous Wavelets on the Spherep. 249
Redundant Wavelet Transform on the Sphere with Exact Reconstructionp. 253
Curvelet Transform on the Spherep. 261
Restoration and Decomposition on the Spherep. 266
Applicationsp. 269
Guided Numerical Experimentsp. 272
Summaryp. 276
Compressed Sensingp. 277
Introductionp. 277
Incoherence and Sparsityp. 278
The Sensing Protocolp. 278
Stable Compressed Sensingp. 280
Designing Good Matrices: Random Sensingp. 282
Sensing with Redundant Dictionariesp. 283
Compressed Sensing in Space Sciencep. 283
Guided Numerical Experimentsp. 285
Summaryp. 286
Referencesp. 289
List of Algorithmsp. 311
Indexp. 313
Table of Contents provided by Ingram. All Rights Reserved.
Jean-LucStarck is Senior Scientist at the Fundamental Laws of the Universe Research Institute, CEA-Saclay. He holds a PhD from the University of Nice Sophia Antipolis and the Observatory of the Cote d'Azur, and a Habilitation degree from the University Paris 11. He has held visiting appointments at the European Southern Observatory, the University of California Los Angeles, and the Statistics Department, Stanford University. He is author of the following books: Image Pro-cessing and Data Analysis: The Multiscale Approach and Astronomical Image and Data Analysis. In 2009, he won a European Research Council Advanced Investigator award.
Fionn Murtagh directs Science Foundation Ireland's national funding programs in Information and Communications Technologies, and in Energy. He holds a PhD in Mathematical Statistics from the University of Paris 6, and a Habilitation from the University of Strasbourg. He has held professorial chairs in computer science at the University of Ulster, Queen's University Belfast, and now in the University of London at Royal Holloway. He is a Member of the Royal Irish Academy, a Fellow of the International Association for Pattern Recognition, and a Fellow of the British Computer Society.
Jalal M. Fadili graduated from the Ecole Nationale Superieured'lngenieurs (ENSI), Caen, France and received MSc and PhD degrees in signal processing, and a Habilitation, from the University of Caen. He was McDonnell-Pew Fellow at the University of Cambridge in 1999-2000. Since 2001 he is Associate Professor of Signal and Image Processing at ENSI. He has held visiting appointments at Queensland University of Technology, Stanford University, Caltech, and EPFL.


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