We present two methods to estimate bounds of parameter uncertainty in state-space systems. In the first method, we minimize the l∞-norm of the perturbation and its derivative. In the second method, an estimate of the perturbation is produced based on a quantized approximation of the uncertainty and the sparse structure of its derivative. Less sensitivity to increased noise and changed model parameters is achieved by the second method. We use an overhead crane as an illustrative example.Godkänd; 2008; 20080820 (soheil)Modellering av komplexa dynamiska syste
The estimation of the parameters of a system by a set membership approach consists in characterizing...
International audienceThe objective of this study is the analysis of dynamic systems represented by ...
This paper presents a mathematical framework for state estimation of dynamic systems for which only ...
We present two methods to estimate bounds of parameter uncertainty in state-space systems. In the fi...
The problem of estimating bounds for timevarying parameter perturbations using measurement data is a...
The problem of estimating bounds for timevarying parameter perturbations using measurement data is a...
Obtaining accurate models that can predict the behaviour of dynamic systems is important for a varie...
Observability of state variables and parameters of a dynamical system from an observed time series i...
The model validation problem assuming time-varying parameter uncertainty is addressed. A particular ...
Robustness is a necessary property of a control system in an industrial environment, due to changes ...
In most applications in control engineering a measurement of all state variables is either impossibl...
This thesis is concerned with drawing out high-level insight from otherwise complex mathematical mod...
A time-varying linear system is a realistic description of many industrial processes, and nonlinear ...
We formulate and solve a new parameter estimation problem in the presence of bounded model uncertain...
In this chapter, we consider the identification of single-input single-output linear-parameter-varyi...
The estimation of the parameters of a system by a set membership approach consists in characterizing...
International audienceThe objective of this study is the analysis of dynamic systems represented by ...
This paper presents a mathematical framework for state estimation of dynamic systems for which only ...
We present two methods to estimate bounds of parameter uncertainty in state-space systems. In the fi...
The problem of estimating bounds for timevarying parameter perturbations using measurement data is a...
The problem of estimating bounds for timevarying parameter perturbations using measurement data is a...
Obtaining accurate models that can predict the behaviour of dynamic systems is important for a varie...
Observability of state variables and parameters of a dynamical system from an observed time series i...
The model validation problem assuming time-varying parameter uncertainty is addressed. A particular ...
Robustness is a necessary property of a control system in an industrial environment, due to changes ...
In most applications in control engineering a measurement of all state variables is either impossibl...
This thesis is concerned with drawing out high-level insight from otherwise complex mathematical mod...
A time-varying linear system is a realistic description of many industrial processes, and nonlinear ...
We formulate and solve a new parameter estimation problem in the presence of bounded model uncertain...
In this chapter, we consider the identification of single-input single-output linear-parameter-varyi...
The estimation of the parameters of a system by a set membership approach consists in characterizing...
International audienceThe objective of this study is the analysis of dynamic systems represented by ...
This paper presents a mathematical framework for state estimation of dynamic systems for which only ...