Gabor Analysis and Algorithms: Theory and Applications

The duality condition for Weyl-Heisenberg frames, A.J.E.M. Janssen Gabor systems and the Balian-Low theorem, John J. Benedetto et al A Banach space of test functions for Gabor analysis, Hans G. Feichtinger, Georg Zimmermann Pseudodifferential operators, Gabor frames, and local trigonometric bases, Richard Rochberg, Kazuya Tachizawa Perturbation of frames and applications to gabor frames, Ole Christensen aspects of Gabor analysis on locally compact abelian groups, Karlheinz Grochenig Quantization of TF lattice-invariant operators on elementary LCA groups, Hans G. Feichtinger, Werner Kozek Numerical algorithms for discrete Gabor expansions, Thomas Strohmer Oversampled modulated filter banks, Helmut Bolcskei, Franz Hlawatsch Adaptation of Weyl-Heisenberg frames to underspread environments, werner Kozek gabor representation and signal detection, Ariela Zeira, Benjamin Friedlander Multi-window Gabor schemes in signal and image representations, Yoshua Y. Zeevi et al Gabor kernels for affine-invariant object recognition, Jezekiel Ben-Arie, Zhiqian Wang Gabor's signal expansion in optics, Martin J. Bastiaans.