Wavelets and their applications

1.Determining Sets of Shift Invariant Spaces
Aldroubi, C. A. Cabrelli, D. Hardin,U. Molter, A. Rodado
2.Group Theoretical Aspects of the Continuous Wavelet Transform
S. Twareque Ali
3.Some Novel Methods in Wavelet Data Analysis: Wavelet Anova, F-test Shrinkage, and F-Minimax Wavelet Shrinkage
Claudia Angelini, Brani Vidakovic
4.Curves Comparison using Wavelet Jean-François Angers
5.Multidimensional Discrete Radon Transform
Amir Averbuch Yoel Shkolnisky
6.Analysing the Wavelet Maps of North East Indian Monsoon Rainfall and Sunspot Index Times Series Data
S. Bhattacharyya, R. Narasimha and A. Raichoudhuri
7.Modulation Spaces on Locally Compact Abelian Groups
Hans G. Feichtinger
8.Plancherel Transform Criteria for Weyl-Heisenberg Frames with Integer oversampling
Hartmut Führ
9. Modulation Spaces as Symbol Classes for Pseudo-differential Operators
Karlheinz Gröchenig and Christopher Heil
10.Orthogonal Piecewise Polynomial Wavelets
Douglas P. Hardin
11. An Introduction to Weighted Wiener Amalgams
Christopher Heil
12. Image Feature Representation and Analysis using Continuous Wavelet Transforms
Romain Murenzi, K. R. Namuduri, N. V. Rao
13.Wavelet Representations for Coorbit Spaces of Wiener-Feichtinger Amalgam on Locally Compact Group
S.S.Pandey
14.On Szegö's type theorems
Remadevi S.
15.BCR Algorithm
K.R. Unni
16.Algebraic Structures of Wavelet Systems
Raymond, O. Wells, Jr.
17.A New Look at Pseudo-Differential Operators
M. W. Wong