Wavelets and multiscale analysis : theory and applications
Author(s)
Bibliographic Information
Wavelets and multiscale analysis : theory and applications
（Applied and numerical harmonic analysis / series editor, John J. Benedetto）
Birkhäuser, c2011
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Note
On p. ix and 65 "[2]" is superscript
"A collection of papers written co-authored by participants in the 'Twenty Years of Wavelets' conference held at DePaul in May, 2009"--Pref., p. xi
Includes bibliographical references and index
Contents of Works
- An introduction to Wavelets and multiscale analysis : theory and applications / Ahmed I. Zayed
- The construction of Wavelets sets / John J. Benedetto and Robert L. Benedetto
- The measure of the closure of a Wavelet set may be > 2π / Zhihua Zhang
- Quincunx Wavelets on T[2] / Kenneth R. Hoover and Brody Dylan Johnson
- Crystallographic Haar-type composite dilation Wavelets / Jeffrey D. Blanchard and Kyel R. Steffen
- From full rank subdivision schemes to multichannel Wavelets : a constructive approach / Costanza Conti and Mariantonia Cotronei
- Unitary systems and Bessel generator multipliers / Deguang Han and David R. Larson
- The Zak transform(s) / Eugenio Hernández ... [et al.]
- Harmonic analysis of digital data bases / Ronald R. Coifman and Matan Gavish
- Some recent advances in multiscale geometric analysis of point clouds / Guangliang Chen ... [et al.]
- Signal ensemble classification using low-dimensional embeddings and earth mover's distance / Linh Lieu and Naoki Saito
- Wavelets on manifolds and statistical applications to cosmology / Daryl Geller and Azita Mayeli
- Wavelets, a numerical tool for atmospheric data analysis / Parick Fischer and Ka-Kit Tung
- Denoising speech signals for digital hearing aids : a Wavelets based approach / Nathaniel Whitmal, Janet Rutledge, and Jonathan Cohen
