Abstract
Multi-Input Single-Output (MISO) Wiener system is comprised of a multi-dimensional linear subsystem and a memoryless nonlinear block. In this paper a disturbed MISO Wiener system is concerned, of which the nonlinearity is discontinuous piece-wise linear characteristic. A recursive algorithm is proposed for identifying all of unknown system parameters. It is shown that the algorithm is convergent. Finally, some simulation results illustrate the identification theoretic results.
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