2003Unpublished venueRequires access

A comparative study of the approximate RLS with LMS and RLS algorithms

Mangesh Chansarkar, U.B. Desai, Bapuji Rao

Open publisher page 6 citations

Abstract

Motivated by the real time application of adaptive signal processing algorithms, an approximate RLS (recursive least squares) algorithm is proposed. This algorithm has convergence behavior comparable to the RLS algorithm, and computational complexity comparable to the LMS (least mean square) algorithm. Simulation studies comparing the three algorithms in various modes of adaptive processing are presented.>

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What this paper is about

Motivated by the real time application of adaptive signal processing algorithms, an approximate RLS (recursive least squares) algorithm is proposed. This algorithm has convergence behavior comparable to the RLS algorithm, and computational complexity comparable to the LMS (least mean square) algorithm. Simulation studies comparing the three algorithms in various modes of adaptive processing are presented.>

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OpenAlex reports 6 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Motivated by the real time application of adaptive signal processing algorithms, an approximate RLS (recursive least squares) algorithm is proposed. This algorithm has convergence behavior comparable to the RLS algorithm, and computational complexity comparable to the LMS (least mean square) algorithm. Simulation studies comparing the three algorithms in various modes of adaptive processing are presented.>

Key concepts: Recursive least squares filter, Convergence (economics), Algorithm, Least mean squares filter, Adaptive filter, Computer science, Signal processing, Computational complexity theory

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