Includes bibliographical references.

Composite wavelet transforms: applications and perspectives ; Complex sigmadelta quantization algorithms for finite frames ; Decomposition and admissibility for the quasiregular representation for generalized oscillator groups ; Fourier series on fractals: a parallel with wavelet theory ; A computational complexity paradigm for tomography ; Invariant differential operators on matrix motion groups and applications to the matrix Radon transform ; Sums and products in finite fields: an integral geometric viewpoint ; Frame potential and finite abelian groups ; Robustness of fusion frames under erasures of subspaces and of local frame vectors ; Smooth welllocalized Parseval wavelets based on wavelet sets in Bbb R^2 ; Explicit schemes in seismic migration and isotropic multiscale representations ; Invariant functions on Grassmannians ; Harmonic analysis related to Schrodinger operators ; A discrete HelgasonFourier transform for Sobolev and Besov functions on noncompact symmetric spaces ; Helgason's support theorem and spherical Radon transforms Ilham A Aliev Boris Rubin Sinem Sezer and Simten B Uyhan ; John J Benedetto Onur Oktay and Aram Tangboondouangjit ; Brad Currey and Tom McNamara ; Dorin Ervin Dutkay and Palle E T Jorgensen ; David Victor Feldman ; Fulton B Gonzalez ; Derrick Hart and Alex Iosevich ; Brody D Johnson and Kasso A Okoudjou ; Peter G Casazza and Gitta Kutyniok ; Kathy D Merrill ; S Jain M Papadakis and E Dussaud ; Gestur Olafsson and Boris Rubin ; Gestur Olafsson and Shijun Zheng ; Isaac Pesenson ; Eric Todd Quinto