Central Library, Indian Institute of Technology Delhi
केंद्रीय पुस्तकालय, भारतीय प्रौद्योगिकी संस्थान दिल्ली

Sparse adaptive filters for echo cancellation

Paleologu, Constantin.

Sparse adaptive filters for echo cancellation [electronic resource] / Constantin Paleologu, Jacob Benesty, Silviu Ciochină. - San Rafael, Calif. (1537 Fourth Street, San Rafael, CA 94901 USA) : Morgan & Claypool, c2010. - 1 electronic text (ix, 114 p. : ill.) : digital file. - Synthesis lectures on speech and audio processing, # 6 1932-1678 ; . - Synthesis digital library of engineering and computer science. Synthesis lectures on speech and audio processing, # 6. .

Part of: Synthesis digital library of engineering and computer science. Series from website.

Includes bibliographical references (p. 103-109) and index.

1. Introduction -- Echo Cancellation -- Double-Talk Detection -- Sparse Adaptive Filters -- Notation -- Sparseness Measures -- Vector Norms -- Examples of Impulse Responses -- 2. Sparseness Measure Based on the L0 Norm -- Sparseness Measure Based on the L1 and L2 Norms -- Sparseness Measure Based on the L1 and L[infinity] Norms -- Sparseness Measure Based on the L2 and L[infinity] Norms -- 3. Performance Measures -- Mean-Square Error -- Echo-Return Loss Enhancement -- Misalignment -- 4. Wiener and Basic Adaptive Filters -- Wiener Filter -- Efficient Computation of the Wiener-Hopf Equations -- Deterministic Algorithm -- Stochastic Algorithm -- Variable Step-Size NLMS Algorithm -- Convergence of the Misalignment -- Sign Algorithms -- 5. Basic Proportionate-Type NLMS Adaptive Filters -- General Derivation -- The Proportionate NLMS (PNLMS) and PNLMS++ Algorithms -- The Signed Regressor PNLMS Algorithm -- The Improved PNLMS (IPNLMS) Algorithms -- The Regular IPNLMS -- The IPNLMS with the L0 Norm -- The IPNLMS with a Norm-Like Diversity Measure -- 6. The Exponentiated Gradient Algorithms -- Cost Function -- The EG Algorithm for Positive Weights -- The EG Algorithm for Positive and Negative Weights -- Link Between NLMS and EG Algorithms -- Link Between IPNLMS and EG Algorithms -- 7. The Mu-Law PNLMS and Other PNLMS-Type Algorithms -- The Mu-Law PNLMS Algorithms -- The Sparseness-Controlled PNLMS Algorithms -- The PNLMS Algorithm with Individual Activation Factors -- 8. Variable Step-Size PNLMS Algorithms -- Considerations on the Convergence of the NLMS Algorithm -- A Variable Step-Size PNLMS Algorithm -- 9. Proportionate Affine Projection Algorithms -- Classical Derivation -- A Novel Derivation -- A Variable Step-Size Version -- 10. Experimental Study -- Experimental Conditions -- IPNLMS Versus PNLMS -- MPNLMS, SC-PNLMS, and IAF-PNLMS -- VSS-IPNLMS -- PAPAs -- Bibliography -- Index -- Authors' Biographies.

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Adaptive filters with a large number of coefficients are usually involved in both network and acoustic echo cancellation. Consequently, it is important to improve the convergence rate and tracking of the conventional algorithms used for these applications. This can be achieved by exploiting the sparseness character of the echo paths. Identification of sparse impulse responses was addressed mainly in the last decade with the development of the so-called "proportionate"-type algorithms. The goal of this book is to present the most important sparse adaptive filters developed for echo cancellation. Besides a comprehensive review of the basic proportionate-type algorithms, we also present some of the latest developments in the field and propose some new solutions for further performance improvement, e.g., variable step-size versions and novel proportionate-type affine projection algorithms. An experimental study is also provided in order to compare many sparse adaptive filters in different echo cancellation scenarios.




Mode of access: World Wide Web.
System requirements: Adobe Acrobat Reader.

9781598293074 (electronic bk.)

10.2200/S00289ED1V01Y201006SAP006 doi


Adaptive filters--Mathematical models.
Echo suppression (Telecommunication)--Mathematical models.

Network and acoustic echo cancellation Adaptive filters Sparseness Wiener LMS NLMS VSS-NLMS PNLMS IPNLMS EG VSS-PNLMS APA PAPA

TK7872.F5 / P257 2010

621.3815324
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