Title :
What is optimal processing for nonstationary data?
Author :
Ricks, David C. ; Cifuentes, Paula G. ; Goldstein, J.Scott
Author_Institution :
Sci. Applications Int. Corp., Arlington, VA, USA
fDate :
Oct. 29 2000-Nov. 1 2000
Abstract :
For stationary data, an adaptive array processing algorithm can be optimized with ensemble averaging. Here we call such an algorithm "stationary-optimal". However, for nonstationary data, ensemble averages may not describe how real processors acquire the statistics, and the validity of ergodicity must be questioned in general. Acknowledging this, we ask, "what are the most relevant statistics"? and, "how can they be acquired"? Our example is a nonstationary scenario for a passive sonar array. We explore issues related to processing nonstationary data and compare the performance of previous algorithms (based on a data covariance matrix) to the multistage Wiener filter (based on direct subspace measurements of the interference).
Keywords :
Wiener filters; adaptive signal processing; array signal processing; covariance matrices; filtering theory; interference (signal); optimisation; sonar arrays; sonar signal processing; adaptive array processing algorithm; algorithm performance; data covariance matrix; direct subspace interference measurement; ensemble averages; ensemble averaging; ergodicity; multistage Wiener filter; nonstationary data processing; optimal processing; passive sonar array; stationary-optimal algorithm; statistics; Acoustic signal detection; Array signal processing; Cost function; Covariance matrix; Marine vehicles; Multilevel systems; Signal resolution; Sonar measurements; Statistics; Wiener filter;
Conference_Titel :
Signals, Systems and Computers, 2000. Conference Record of the Thirty-Fourth Asilomar Conference on
Conference_Location :
Pacific Grove, CA, USA
Print_ISBN :
0-7803-6514-3
DOI :
10.1109/ACSSC.2000.911036