Add to ORKGAbstract. A delay matrix Td is derived and used along with the Chebyshev matrix of integration in a new algorithm for analysis and parameter identification of time-delay systems. The method reduces the problem to a set of algebraic equations. In addition, the Chebyshev wavelets are more successful in analyzing and identifying time-delay systems when compared with the other algorithms (polynomial series). The examples support this claim. 1
In this report we study estimation of time delays in linear dynamical systems with additive noise. E...
International audienceThis paper deals with on-line parameters and delay estimation of systems invol...
Abstract: Two algorithms for the identification of multiple time delays in linear differential diffe...
ABSTRACT. This paper extends the application of piecewise linear polynomial functions to the analysi...
An extensive literature exists on the estimation of the model parameters of time delayed processes. ...
International audienceThis paper deals with on-line identification of delay systems. Based on nonasy...
In this thesis the problem of time-delay estimation (TDE) in linear dynamic systems is treated. The ...
This paper deals with the problem of identification of unknown parameters and time-delay of dynamica...
Analog computer methods are developed for iterative parameter optimization and continuous identifica...
The aim of this paper is to suggest a new approach in time-delay identification. With the focus on t...
AbstractA new approach for time-delay identification is proposed in linear controlled systems. The d...
We have analyzed the identifiability of time-lag parameters in nonlinear delay systems using an alge...
[[abstract]]A new method for analyzing linear time-invariant delay systems without time partition is...
The solution of time-delay systems is obtained by using a hybrid function. The properties of the hyb...
In this paper, we propose a general method to simultaneously identify both unknown time delays and u...
In this report we study estimation of time delays in linear dynamical systems with additive noise. E...
International audienceThis paper deals with on-line parameters and delay estimation of systems invol...
Abstract: Two algorithms for the identification of multiple time delays in linear differential diffe...
ABSTRACT. This paper extends the application of piecewise linear polynomial functions to the analysi...
An extensive literature exists on the estimation of the model parameters of time delayed processes. ...
International audienceThis paper deals with on-line identification of delay systems. Based on nonasy...
In this thesis the problem of time-delay estimation (TDE) in linear dynamic systems is treated. The ...
This paper deals with the problem of identification of unknown parameters and time-delay of dynamica...
Analog computer methods are developed for iterative parameter optimization and continuous identifica...
The aim of this paper is to suggest a new approach in time-delay identification. With the focus on t...
AbstractA new approach for time-delay identification is proposed in linear controlled systems. The d...
We have analyzed the identifiability of time-lag parameters in nonlinear delay systems using an alge...
[[abstract]]A new method for analyzing linear time-invariant delay systems without time partition is...
The solution of time-delay systems is obtained by using a hybrid function. The properties of the hyb...
In this paper, we propose a general method to simultaneously identify both unknown time delays and u...
In this report we study estimation of time delays in linear dynamical systems with additive noise. E...
International audienceThis paper deals with on-line parameters and delay estimation of systems invol...
Abstract: Two algorithms for the identification of multiple time delays in linear differential diffe...