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ANHA Series Preface ix
Foreword xiii
Preface xv
Acknowledgments xxv
Mathematical Family Tree of Lawrence W. Baggett xxvii
Publications of Lawrence W. Baggett xxix
Co-workers of Lawrence W. Baggett xxxiii
Titles of All Talks xxxv
I Classical and Abstract Harmonic Analysis
1 Some Riemann Sums Are Better Than Others Victor W. Guillemin Daniel W. Stroock 3
2 Gelfand Pairs Associated with Finite Heisenberg Groups Chal Benson Gail Ratcliff 13
3 Groups with Atomic Regular Representation Keith F. Taylor 33
4 Wavelet Transforms and Admissible Group Representations Eric Weber 47
II Frames and Multiresolution Structures
5 The Density Theorem and the Homogeneous Approximation Property for Gabor Frames Christopher Heil 71
6 Recent Developments on Dual Wavelet Frames Bin Han 103
7 Characteristic Wavelet Equations and Generalizations of the Spectral Function Veronika Furst 131
8 Baggett's Problem for Frame Wavelets Marcin Bownik 153
III Wavelet Sets
9 Simple Wavelet Sets for Scalar Dilations in R[superscript 2] Kathy D. Merrill 177
10 Interpolation Maps and Congruence Domains for Wavelet Sets Xiaofei Zhang David R. Larson 193
IV Applications to Dynamical Systems and C*-Algebras
11 Orthogonal Exponentials for Bernoulli Iterated Function Systems Palle E. T. Jorgensen Keri Kornelson Karen Shuman 217
12 A Survey of Projective Multiresolution Analyses and a Projective Multiresolution Analysis Corresponding to the Quincunx Lattice Judith A. Packer 239
V Signal and Image Processing
13 Sampling and Time-Frequency Localization of Band-Limited and Multiband Signals Jeffrey A. Hogan Joseph D. Lakey 275
14 Entropy Encoding in Wavelet Image Compression Myung-SinSong 293
Symbols 313
Index 315
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Add Representations, Wavelets and Frames : A Celebration of the Mathematical Work of Lawrence Baggett, Motivated by applications, an underlying theme in analysis is that of finding bases and understanding the transforms that implement them. These may be based on Fourier techniques or involve wavelet tools; they may be orthogonal or have redundancies (e.g.,, Representations, Wavelets and Frames : A Celebration of the Mathematical Work of Lawrence Baggett to the inventory that you are selling on WonderClubX
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Add Representations, Wavelets and Frames : A Celebration of the Mathematical Work of Lawrence Baggett, Motivated by applications, an underlying theme in analysis is that of finding bases and understanding the transforms that implement them. These may be based on Fourier techniques or involve wavelet tools; they may be orthogonal or have redundancies (e.g.,, Representations, Wavelets and Frames : A Celebration of the Mathematical Work of Lawrence Baggett to your collection on WonderClub |