International audienceIn this paper, we show how the so-called diffusive representation can be used in order to identify nonlinear Volterra models of the form H(dt)X=f(u,X)+v. Several methods are described, all being based on a suitable parameterization of H(dt) by means of its gamma-symbol. Following this idea, the complex dynamic nature of H(dt) can be summarized by a few parameters on which the identification of the dynamic part of the model will focus. For illustration, we implement the methods on a concrete numerical example
In this paper, we propose a new algorithm for constructing an integral model of a nonlinear dynamic ...
Based on the analysis and systematization of the inverse problems of dynamics, the study of the prop...
The problem of describing a nonlinear time series in terms of a global model is considered. A partic...
International audienceIn this paper, we show how the so-called diffusive representation can be used ...
International audienceWe present a time-continuous identification method for nonlinear dynamic Volte...
We present a time-continuous identification method for nonlinear dynamic Volterra models of the form...
International audienceWe introduce a new identification method for nonlinear Volterra models of the ...
Abstract: We introduce a new identification method for nonlinear Volterra models of the form Hx = f(...
Abstract: We present a new identification method for nonlinear Volterra models of the form HX = F (u...
International audienceThe authors introduce a new identification method for general causal convoluti...
International audienceDiffusive representation is an operator theory elaborated during the last year...
This paper presents a characterization method based on diffusive representation for a class of linea...
The concept of ''diffusive representation'' was previously introduced in the aim of transforming non...
International audienceIn this paper, a method is proposed for the identification of some SISO nonlin...
The first part of the thesis is devoted to the mathematical and numerical problem of inversion of dy...
In this paper, we propose a new algorithm for constructing an integral model of a nonlinear dynamic ...
Based on the analysis and systematization of the inverse problems of dynamics, the study of the prop...
The problem of describing a nonlinear time series in terms of a global model is considered. A partic...
International audienceIn this paper, we show how the so-called diffusive representation can be used ...
International audienceWe present a time-continuous identification method for nonlinear dynamic Volte...
We present a time-continuous identification method for nonlinear dynamic Volterra models of the form...
International audienceWe introduce a new identification method for nonlinear Volterra models of the ...
Abstract: We introduce a new identification method for nonlinear Volterra models of the form Hx = f(...
Abstract: We present a new identification method for nonlinear Volterra models of the form HX = F (u...
International audienceThe authors introduce a new identification method for general causal convoluti...
International audienceDiffusive representation is an operator theory elaborated during the last year...
This paper presents a characterization method based on diffusive representation for a class of linea...
The concept of ''diffusive representation'' was previously introduced in the aim of transforming non...
International audienceIn this paper, a method is proposed for the identification of some SISO nonlin...
The first part of the thesis is devoted to the mathematical and numerical problem of inversion of dy...
In this paper, we propose a new algorithm for constructing an integral model of a nonlinear dynamic ...
Based on the analysis and systematization of the inverse problems of dynamics, the study of the prop...
The problem of describing a nonlinear time series in terms of a global model is considered. A partic...