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author Lee, Y. W.
Siebert, William M.
Chesler, D. A.
Jacobs, I. M.
Jordan, K. L., Jr.
Schetzen, M.
Tufts, D. W.
Zames, G. D.
author_facet Lee, Y. W.
Siebert, William M.
Chesler, D. A.
Jacobs, I. M.
Jordan, K. L., Jr.
Schetzen, M.
Tufts, D. W.
Zames, G. D.
author_sort Lee, Y. W.
collection MIT
description Contains research objectives and reports on six research projects.
first_indexed 2024-09-23T11:46:23Z
format Technical Report
id mit-1721.1/52230
institution Massachusetts Institute of Technology
language English
last_indexed 2024-09-23T11:46:23Z
publishDate 2010
publisher Research Laboratory of Electronics (RLE) at the Massachusetts Institute of Technology (MIT)
record_format dspace
spelling mit-1721.1/522302019-04-12T23:41:31Z Statistical Communication Theory Lee, Y. W. Siebert, William M. Chesler, D. A. Jacobs, I. M. Jordan, K. L., Jr. Schetzen, M. Tufts, D. W. Zames, G. D. Statistical Communication Theory Noise-Level Estimation Connectivity in Random Graphs - Two Limit Theorems Minimization of Truncation Error in Series Expansions of Random Processes Fourier Transforms of Positive Functions Resolution of a Random Process and Properties of the Components Canonical Forms for Nonlinear Statistical Estimators Contains research objectives and reports on six research projects. 2010-03-03T19:50:56Z 2010-03-03T19:50:56Z 1959-01-15 Technical Report RLE_QPR_052_XIII http://hdl.handle.net/1721.1/52230 en Massachusetts Institute of Technology, Research Laboratory of Electronics, Quarterly Progress Report, January 15, 1959 Statistical Communication Theory Massachusetts Institute of Technology. Research Laboratory of Electronics. Quarterly Progress Report, no. 52 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 Statistical Communication Theory
Noise-Level Estimation
Connectivity in Random Graphs - Two Limit Theorems
Minimization of Truncation Error in Series Expansions of Random Processes
Fourier Transforms of Positive Functions
Resolution of a Random Process and Properties of the Components
Canonical Forms for Nonlinear Statistical Estimators
Lee, Y. W.
Siebert, William M.
Chesler, D. A.
Jacobs, I. M.
Jordan, K. L., Jr.
Schetzen, M.
Tufts, D. W.
Zames, G. D.
Statistical Communication Theory
title Statistical Communication Theory
title_full Statistical Communication Theory
title_fullStr Statistical Communication Theory
title_full_unstemmed Statistical Communication Theory
title_short Statistical Communication Theory
title_sort statistical communication theory
topic Statistical Communication Theory
Noise-Level Estimation
Connectivity in Random Graphs - Two Limit Theorems
Minimization of Truncation Error in Series Expansions of Random Processes
Fourier Transforms of Positive Functions
Resolution of a Random Process and Properties of the Components
Canonical Forms for Nonlinear Statistical Estimators
url http://hdl.handle.net/1721.1/52230
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