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- W324062417 abstract "Abstract : The open-loop Gram-Schmidt (GS) canceller is shown to be numerically identical with the Sampled Matrix Inversion (SMI) algorithm in the transient state if infinite numerical accuracy is assumed. Three forms of the GS canceller are discussed and analyzed-concurrent, non-concurrent, and sliding window processing. Convergence results for concurrent and non-concurrent SMI cancellers have been obtained in the past by Reed, Mallet, and Brennan under the assumption that the inputs are Gaussian. In this report many of those results are reproduced by using the GS structures as analysis tool. In addition, new results are obtained for when the input noises are not Gaussian. Furthermore, it is shown that the sliding window GS canceller has the same convergence properties as the concurrent GS canceller. The deleterious effect of over matching the degrees of freedom is discussed. Keywords: Electronic counter countermeasures, Adaptive filter, Radar, Adaptive cancellation." @default.
- W324062417 created "2016-06-24" @default.
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- W324062417 date "1989-04-20" @default.
- W324062417 modified "2023-09-27" @default.
- W324062417 title "Convergence Rate of a Gram-Schmidt Canceller. Revision" @default.
- W324062417 hasPublicationYear "1989" @default.
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