In this thesis, new system identication methods are presented for three particular types of nonlinear systems: linear parameter-varying state-space systems, bilinear state-space systems, and local linear state-space systems. Although most work on nonlinear system identication deals with nonlinear input-output descriptions, this thesis focuses on state-space descriptions. State-space systems are considered, because they are especially suitable for dealing with multiple inputs and outputs, and they usually require less parameters to describe a system than input-output descriptions do. Equally important, the starting point of many nonlinear control methods is a state-space model of the system to be controlled
The field of control-oriented system identification is mature. Nevertheless, it is still very active...
Most control systems encountered in practice are nonlinear to some extent and although it may be po...
Bilinear systems can be viewed as a bridge between linear and nonlinear systems, providing a promisi...
This paper presents a method to determine a nonlinear state-space model from a finite number of meas...
This paper presents a method to determine a nonlinear state space model from a finite number of meas...
In this paper, a comparison between two models for nonlinear systems is made. Both models have a sta...
This paper presents a new grey-box state space model structure for nonlinear systems together with i...
System Identification for linear systems and models is a well established and mature topic. Identify...
This work focuses on the identification of nonlinear dynamic systems. In particular the problem of o...
The paper summarizes some results of nonlinear system modelling and identification. Connectionswith ...
Bilinear systems offer a promising approach for nonlinear control because a broad class of nonlinear...
Identification of nonlinear systems is a problem with many facets and roots in several diverse field...
International audienceNonlinear mathematical models are essential tools in various engineering and s...
A survey of nonlinear system identification algorithms and related topics is presented by extracting...
Identification of nonlinear systems is a very extensive problem, with roots and branches in several ...
The field of control-oriented system identification is mature. Nevertheless, it is still very active...
Most control systems encountered in practice are nonlinear to some extent and although it may be po...
Bilinear systems can be viewed as a bridge between linear and nonlinear systems, providing a promisi...
This paper presents a method to determine a nonlinear state-space model from a finite number of meas...
This paper presents a method to determine a nonlinear state space model from a finite number of meas...
In this paper, a comparison between two models for nonlinear systems is made. Both models have a sta...
This paper presents a new grey-box state space model structure for nonlinear systems together with i...
System Identification for linear systems and models is a well established and mature topic. Identify...
This work focuses on the identification of nonlinear dynamic systems. In particular the problem of o...
The paper summarizes some results of nonlinear system modelling and identification. Connectionswith ...
Bilinear systems offer a promising approach for nonlinear control because a broad class of nonlinear...
Identification of nonlinear systems is a problem with many facets and roots in several diverse field...
International audienceNonlinear mathematical models are essential tools in various engineering and s...
A survey of nonlinear system identification algorithms and related topics is presented by extracting...
Identification of nonlinear systems is a very extensive problem, with roots and branches in several ...
The field of control-oriented system identification is mature. Nevertheless, it is still very active...
Most control systems encountered in practice are nonlinear to some extent and although it may be po...
Bilinear systems can be viewed as a bridge between linear and nonlinear systems, providing a promisi...