Accession Number : ADA282054
Title : Innovations Based Detection Algorithm for Correlated Non-Gaussian Processes Using Multichannel Data,
Corporate Author : ROME LAB GRIFFISS AFB NY
Personal Author(s) : Rangaswamy, Muralidhar ; Michels, James H.
Report Date : NOV 1993
Pagination or Media Count : 28
Abstract : This report addresses the problem of multichannel signal detection in additive, correlated, non-Gaussian noise using the innovations approach. While this problem has been addressed extensively for the case of additive Gaussian noise, the corresponding problem for the non-Gaussian case has received limited attention. This is due to the fact that there is no unique specification for the joint probability density function (PDF) of N correlated non-Gaussian random variables. We overcome this problem by using the theory of spherically invariant random processes (SIRP) and derive the innovations based detectors. It is found that the optimal estimators for obtaining the innovations processes are linear and that the resulting detector is canonical for the class of PDFs arising from SIRPs. Detection algorithms, Multichannel data. Non-Gaussian clutter, Statistics.
Descriptors : *ALGORITHMS, *SIGNAL PROCESSING, *GAUSSIAN NOISE, CLUTTER, BACKGROUND NOISE, ESTIMATES, DETECTION, STOCHASTIC PROCESSES, MONTE CARLO METHOD, SIGNAL TO NOISE RATIO, MULTICHANNEL, PROBABILITY DENSITY FUNCTIONS, RANDOM VARIABLES, SPECIFICATIONS.
Subject Categories : Acoustics
Distribution Statement : APPROVED FOR PUBLIC RELEASE