RECURSIVE IDENTIFICATION OF WIENER SYSTEMS WITH TWO-SEGMENT POLYNOMIAL NONLINEARITIES

Jozef Vörös

   The paper deals with the recursive identification of Wiener systems with two-segment polynomial nonlinearities. A special form of Wiener model is considered, which is linear-in-parameters. The proposed algorithm is a direct application of the known recursive least squares method extended with the estimation of internal variable values. Illustrative examples are included.

Keywords: computational geometry, Delaunay triangulation, benchmarks

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