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Digital Signal Processing Research Program

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Title: Digital Signal Processing Research Program
Author: Oppenheim, Alan V.; Baggeroer, Arthur B.; Wornell, Gregory W.; Wage, Kathleen E.; Dev Bhatta, Saurav; Verly, Jacques; Buck, John R.; Catipovic, Josko; Cuomo, Kevin M.; Jachner, Jacek; Lee, Harry B.; Isabelle, Steven H.; Lam, Warren M.; Njeru, James M.; Preisig, James C.; Lynch, James F.; Papadopoulos, Haralabos C.; Perreault, Brian M.; Richard, Michael D.; Singer, Andrew C.; Scherock, Stephen F.; Gold, Bernard; Zangi, Kambiz C.
Publisher: Research Laboratory of Electronics (RLE) at the Massachusetts Institute of Technology (MIT)
Issue Date: 1992-01-01
Description: Contains table of contents for Section 2, an introduction and reports on fourteen research projects.
URI: http://hdl.handle.net/1721.1/57209
Other Identifiers: RLE_PR_135_03_02s_01
Is Part Of Massachusetts Institute of Technology, Research Laboratory of Electronics, Progress Report, January 1 - December 31, 1992
Systems and Signals
Digital Signal Processing
Digital Signal Processing Research Program
Series/Report no.: Massachusetts Institute of Technology. Research Laboratory of Electronics. Progress Report, no. 135
Keywords: Digital Signal Processing Research Program, Oceanographic Signal Processing, Segmentation of Polarimetric Synthetic Aperture Radar Images Using Markov Random Field Techniques, Signal Synthesis from Marine Mammal Communications, Analysis of Synchronized Chaotic Systems, Synthesis of Synchronized Chaotic Systems, Applications of Synchronized Chaotic Systems, High-Resolution Direction Finding for Multidimensional Scenarios, Signal Processing Applications of Chaotic Dynamical Systems, Wavelet-Based Representation for Generalized Fractal Signals, Wavelet-Based Algorithms for Generalized Fractal Signals, Acoustic Tomography through Matched Field Processing, Binary Data Transmission with Chaotic Signals, Binary Data Detection with Chaotic Signals, Real-Time Active Noise Cancellation, State Estimation with Chaotic Systems, Parameter Estimation with Chaotic Systems, Nonlinear Models for Signal Processing, Model-Based Analysis of Music, Active Noise Cancellation

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