Digital Signal Processing

Contains a research summary and reports on fifteen research projects.

Bibliographic Details
Main Authors: Bordley, Thomas E., Baggeroer, Arthur B., Chan, David S. K., McClellan, James H., Dove, Webster P., Oppenheim, Alan V., Duckworth, Gregory L., Harris, David B., Holtzman, Samuel, Portnoff, Michael R., Kurkjian, Andrew, Lang, Steven W., LeDoux, David C., Lim, Jae S., Musicus, Bruce, Nawab, Syed H., Frisk, George V., Martinez, David R., Quatieri, Thomas F., Jr.
Format: Technical Report
Language:English
Published: Research Laboratory of Electronics (RLE) at the Massachusetts Institute of Technology (MIT) 2010
Subjects:
Online Access:http://hdl.handle.net/1721.1/56720
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author Bordley, Thomas E.
Baggeroer, Arthur B.
Chan, David S. K.
McClellan, James H.
Dove, Webster P.
Oppenheim, Alan V.
Duckworth, Gregory L.
Harris, David B.
Holtzman, Samuel
Portnoff, Michael R.
Kurkjian, Andrew
Lang, Steven W.
LeDoux, David C.
Lim, Jae S.
Musicus, Bruce
Nawab, Syed H.
Frisk, George V.
Martinez, David R.
Quatieri, Thomas F., Jr.
author_facet Bordley, Thomas E.
Baggeroer, Arthur B.
Chan, David S. K.
McClellan, James H.
Dove, Webster P.
Oppenheim, Alan V.
Duckworth, Gregory L.
Harris, David B.
Holtzman, Samuel
Portnoff, Michael R.
Kurkjian, Andrew
Lang, Steven W.
LeDoux, David C.
Lim, Jae S.
Musicus, Bruce
Nawab, Syed H.
Frisk, George V.
Martinez, David R.
Quatieri, Thomas F., Jr.
author_sort Bordley, Thomas E.
collection MIT
description Contains a research summary and reports on fifteen research projects.
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institution Massachusetts Institute of Technology
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spelling mit-1721.1/567202019-04-13T00:01:32Z Digital Signal Processing Bordley, Thomas E. Baggeroer, Arthur B. Chan, David S. K. McClellan, James H. Dove, Webster P. Oppenheim, Alan V. Duckworth, Gregory L. Harris, David B. Holtzman, Samuel Portnoff, Michael R. Kurkjian, Andrew Lang, Steven W. LeDoux, David C. Lim, Jae S. Musicus, Bruce Nawab, Syed H. Frisk, George V. Martinez, David R. Quatieri, Thomas F., Jr. Digital Signal Processing Linear Predictive Encoding of Seismic Data Implementation of Multidimensional Discrete Systems for Signal Processing Event Detection in Sonic Well Logging Adaptive Array Processing for High-Resolution Acoustic Imaging Design of Two-Dimensional All-Pass Filters Time-Scale Modification of Speech Parameter Estimation from Seismic Data Performance of Maximum Entropy Spectral Estimators Parametric Modelling of the Lungs from Acoustic Signals Speech Enhancement Maximum Likelihood Estimation with Noisy Data Winograd Fourier Transform Algorithm (WFTA) Implementation Evaluation of Circularly Symmetric Two-Dimensional Fourier Transforms Application of Circularly Symmetric Two-Dimensional Fourier Transforms to the Measurementof Ocean-Bottom Reflection Coefficients Short-Time Fourier Analysis Estimation of Unwrapped Phase Contains a research summary and reports on fifteen research projects. National Science Foundation Fellowship Joint Services Electronics Program (Contract DAAG29-78-C-0020) National Science Foundation (Grant ENG76-24117) U.S. Navy - Office of Naval Research (Contract N00014-75-C-0951) National Science Foundation (Grant ENG76-24117) Schlumberger-Doll Research Center Fellowship Hertz Foundation Fellowship National Aeronautics and Space Administration (Grant NSG-5157) U.S. Navy - Office of Naval Research (Contract N00014-77-C-0196) 2010-07-15T20:49:53Z 2010-07-15T20:49:53Z 1979-01 Technical Report RLE_PR_121_XIX http://hdl.handle.net/1721.1/56720 en Massachusetts Institute of Technology, Research Laboratory of Electronics, Progress Report, January 1979 Communication Sciences and Engineering Digital Signal Processing Massachusetts Institute of Technology. Research Laboratory of Electronics. Progress Report, no. 121 Copyright (c) 2008 by the Massachusetts Institute of Technology. All rights reserved. application/pdf Research Laboratory of Electronics (RLE) at the Massachusetts Institute of Technology (MIT)
spellingShingle Digital Signal Processing
Linear Predictive Encoding of Seismic Data
Implementation of Multidimensional Discrete Systems for Signal Processing
Event Detection in Sonic Well Logging
Adaptive Array Processing for High-Resolution Acoustic Imaging
Design of Two-Dimensional All-Pass Filters
Time-Scale Modification of Speech
Parameter Estimation from Seismic Data
Performance of Maximum Entropy Spectral Estimators
Parametric Modelling of the Lungs from Acoustic Signals
Speech Enhancement
Maximum Likelihood Estimation with Noisy Data
Winograd Fourier Transform Algorithm (WFTA) Implementation
Evaluation of Circularly Symmetric Two-Dimensional Fourier Transforms
Application of Circularly Symmetric Two-Dimensional Fourier Transforms to the Measurementof Ocean-Bottom Reflection Coefficients
Short-Time Fourier Analysis
Estimation of Unwrapped Phase
Bordley, Thomas E.
Baggeroer, Arthur B.
Chan, David S. K.
McClellan, James H.
Dove, Webster P.
Oppenheim, Alan V.
Duckworth, Gregory L.
Harris, David B.
Holtzman, Samuel
Portnoff, Michael R.
Kurkjian, Andrew
Lang, Steven W.
LeDoux, David C.
Lim, Jae S.
Musicus, Bruce
Nawab, Syed H.
Frisk, George V.
Martinez, David R.
Quatieri, Thomas F., Jr.
Digital Signal Processing
title Digital Signal Processing
title_full Digital Signal Processing
title_fullStr Digital Signal Processing
title_full_unstemmed Digital Signal Processing
title_short Digital Signal Processing
title_sort digital signal processing
topic Digital Signal Processing
Linear Predictive Encoding of Seismic Data
Implementation of Multidimensional Discrete Systems for Signal Processing
Event Detection in Sonic Well Logging
Adaptive Array Processing for High-Resolution Acoustic Imaging
Design of Two-Dimensional All-Pass Filters
Time-Scale Modification of Speech
Parameter Estimation from Seismic Data
Performance of Maximum Entropy Spectral Estimators
Parametric Modelling of the Lungs from Acoustic Signals
Speech Enhancement
Maximum Likelihood Estimation with Noisy Data
Winograd Fourier Transform Algorithm (WFTA) Implementation
Evaluation of Circularly Symmetric Two-Dimensional Fourier Transforms
Application of Circularly Symmetric Two-Dimensional Fourier Transforms to the Measurementof Ocean-Bottom Reflection Coefficients
Short-Time Fourier Analysis
Estimation of Unwrapped Phase
url http://hdl.handle.net/1721.1/56720
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