Modern Signal Processing
Edited by Daniel N. Rockmore and Dennis M. Healy, Jr.
Contents
NOTE: Many of the papers are preceded by a blank page. If the first page you see is blank, do not despair! Move to the second.
Front matter (front page, copyright page)
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Table of Contents
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Introduction
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Hyperbolic Geometry, Nehari's Theorem, Electric Circuits, and Analog Signal Processing,
by J. Allen and D. Healy, 1-62
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Engineering Applications of the Motion-Group Fourier Transform, by G. Chirikjian and Y. Wang, 63-77
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Fast X-Ray and Beamlet Transforms for Three-Dimensional Data, by D. Donoho and O. Levi, 79-116
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Fourier Analysis and Phylogenetic Trees, by S. Evans, 117-136
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Diffuse Tomography as a Source of Challenging Nonlinear Inverse
Problems for a General Class of Networks, by A. Grünbaum, 137-146
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An Invitation to Matrix-valued Spherical Functions, by A. Grünbaum, I. Pacharoni and J. Tirao, 147-160
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Image Registration for MRI, by P. Kostelec and S. Periaswamy, 161-184
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Image Compression: The Mathematics of JPEG 2000, by Jin Li, 185-221
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Integrated Sensing and Processing for Statistical Pattern Recognition,
by C. Priebe, D. Marchette, and D. Healy, 223-246
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Sampling of Functions and Sections for Compact Groups, by D. Maslen, 247-279
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The Cooley–Tukey FFT and Group Theory, by D. Maslen and D. Rockmore, 281-300
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Signal Processing in Optical Fibers, by U. Österberg, 301-316
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The Generalized Spike Process, Sparsity and Statistical Independence, by N. Saito, 317-340
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