Block-oriented nonlinear models are popular in nonlinear system identification because of
their advantages of being simple to understand and easy to use. Many different identification …

In vielen technischen und nichttechnischen Teilgebieten der Wissenschaft lassen sich
untersuchte Zusammenhänge und neu entdeckte Phänomene als dynamische Systeme …

This paper proposes a parametric identification method for parallel Hammerstein systems.
The linear dynamic parts of the system are modeled by a parametric rational function in the z …

Bioimpedance spectroscopy (BIS) is becoming a powerful diagnostic tool for a wide variety
of medical applications, and the multi-frequency simultaneous (MFS) measurement of BIS …

In this paper we show that it is possible to retrieve structural information about complex block-
oriented nonlinear systems, starting from linear approximations of the nonlinear system …

Identification of nonlinear block-oriented models has been extensively studied. The
presence of the process noise and more precisely its location in the block-oriented model …

Throughout various engineering applications, measurement science faces the problem that
parameters of interest are not directly measurable with a specifically designed instrument …

In this paper we discuss how to identify a mathematical model for a (non) linear dynamic
system starting from experimental data. In the initial step, the frequency response function is …

Identification of the Wiener--Hammerstein system consisting of a linear subsystem in a
cascade with a static nonlinearity f(⋅) followed by another linear subsystem with internal …

High-frequency radio energy is applied to tissue therapeutically in a number of different
medical applications. The ability to model the effects of RF energy on the collagen, elastin …