This paper addresses the problem of on-line identification of a parameter of a distributed hyperbolic system through available continuous measurements. The solution is achieved here by introducing an adjoint dynamic model with feedback control developed on the basis of the observation data. The suggested on-line reconstruction algorithm ensures numerical stability of the procedure and leads to effective simulation results
Parameter identification is studied for hyperbolic stochastic systems. Explicit suflicient condition...
The input reconstruction problem for a stochastic differential equation is investigated by means of ...
From the viewpoint of the approach of the theory of dynamic inversion, an input reconstruction probl...
We consider an inverse dynamics problem which is to reconstruct a priori unknown distributed control...
This paper deals with a specific inverse problem of dynamics for a system described by a parabolic i...
Approximation techniques for estimating spatially varying coefficients and unknown boundary paramete...
Abstract—In the paper, an inverse dynamic problem is considered. It consists in recon-structing a pr...
The problem considered consists of the reconstruction (restoration) of a parameter of an elliptic sy...
In this chapter we summarize the use of the Method of Characteristics (MC) in the solution of estima...
The problem of reconstructing distributed inputs in linear parabolic equations is investigated. The ...
Necessary and sufficient conditions are presented for the observability of a class of linear hyperbo...
Consisting of 23 refereed contributions, this volume offers a broad and diverse view of current rese...
Dynamical reconstruction of unknown time-varying controls from inexact measurements of the state fun...
We investigate the problem of recovering the possibly both space and time-dependent forcing term alo...
The paper aims at studying a class of second-order partial differential equations subject to uncerta...
Parameter identification is studied for hyperbolic stochastic systems. Explicit suflicient condition...
The input reconstruction problem for a stochastic differential equation is investigated by means of ...
From the viewpoint of the approach of the theory of dynamic inversion, an input reconstruction probl...
We consider an inverse dynamics problem which is to reconstruct a priori unknown distributed control...
This paper deals with a specific inverse problem of dynamics for a system described by a parabolic i...
Approximation techniques for estimating spatially varying coefficients and unknown boundary paramete...
Abstract—In the paper, an inverse dynamic problem is considered. It consists in recon-structing a pr...
The problem considered consists of the reconstruction (restoration) of a parameter of an elliptic sy...
In this chapter we summarize the use of the Method of Characteristics (MC) in the solution of estima...
The problem of reconstructing distributed inputs in linear parabolic equations is investigated. The ...
Necessary and sufficient conditions are presented for the observability of a class of linear hyperbo...
Consisting of 23 refereed contributions, this volume offers a broad and diverse view of current rese...
Dynamical reconstruction of unknown time-varying controls from inexact measurements of the state fun...
We investigate the problem of recovering the possibly both space and time-dependent forcing term alo...
The paper aims at studying a class of second-order partial differential equations subject to uncerta...
Parameter identification is studied for hyperbolic stochastic systems. Explicit suflicient condition...
The input reconstruction problem for a stochastic differential equation is investigated by means of ...
From the viewpoint of the approach of the theory of dynamic inversion, an input reconstruction probl...