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ComputersCybernetics

ON MINIMUM-MEAN-SQUARED ERROR NONLINEAR FILTERING.

Authors: A. H. Haddad; J. B. Thomas; PRINCETON UNIV N J DEPT OF ELECTRICAL ENGINEERING
Abstract:
The study is concerned with the minimum-mean-squared error (MMSE) nonlinear filtering of signals in additive noise. Methods of analysis, representation, and classification of non-linear systems are treated. Integral representations and their applicability to random inputs and MMSE filtering are emphasized. The general MMSE nonlinear filtering problem is discussed briefly; the restriction of the filter to general classes of systems or input processes is considered. Usually the general solutions to the problem are difficult and in many cases are impractical; therefore restriction to special classes of systems and special classes of input processes is investigated. (Author)

Description: Technical rept.
Pages: 158
Report Date: AUG 1966
Contract Number: D, DA31124AROD292, NSFGP1647
Report Number: 0447546

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Keywords relating to this report:
*ELECTROMAGNETIC WAVE FILTERS
*INFORMATION THEORY
*SIGNAL TO NOISE RATIO
FUNCTIONAL ANALYSIS
NONLINEAR SYSTEMS
OPTIMIZATION
POWER SERIES
STOCHASTIC PROCESSES
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