The analysis of some convergence properties of a recent class of nonlinear adaptive filters, known as 'functional link adaptive filters' (FLAFs) is aimed at. In particular, a convergence stability range is derived for nonlinear FLAFs using trigonometric series expansion. © 2013 Institution of Engineering and Technology.
Convergence properties of nonlinear functional link adaptive filters / Comminiello, Danilo; Scarpiniti, Michele; Parisi, Raffaele; Uncini, Aurelio. - In: ELECTRONICS LETTERS. - ISSN 0013-5194. - 49:14(2013), pp. 858-860. [10.1049/el.2012.4329]
Convergence properties of nonlinear functional link adaptive filters
COMMINIELLO, DANILO;SCARPINITI, MICHELE;PARISI, Raffaele;UNCINI, Aurelio
2013
Abstract
The analysis of some convergence properties of a recent class of nonlinear adaptive filters, known as 'functional link adaptive filters' (FLAFs) is aimed at. In particular, a convergence stability range is derived for nonlinear FLAFs using trigonometric series expansion. © 2013 Institution of Engineering and Technology.File allegati a questo prodotto
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