The problem considered consists of the reconstruction (restoration) of a parameter of an elliptic system based on the results of measuring its state. To solve this problem the method of dynamical approximation is used. The method was proposed by A.V. Kryazhimskii and the author, and is based on the ideas of the differential games theory and the ill-posed problems theory. The reconstruction algorithm presented here is stable with respect to the errors of measurements and is fairly constructive
The article considers dynamic identification of unknown characteristics in a third-order system. A r...
AbstractWe investigate the problem of recovering a potential q(x) in the equation −Δu + q(x)u = 0 fr...
In this paper, we deal with the problem of determining perfectly insulating regions (cavities) from ...
Sunnyson Y.F. Seid.Thesis (M.Phil.)--Chinese University of Hong Kong, 1997.Includes bibliographical ...
This paper addresses the problem of on-line identification of a parameter of a distributed hyperboli...
From the viewpoint of the approach of the theory of dynamic inversion, an input reconstruction probl...
For some classes of systems described by ordinary differential equations, a survey of algorithms for...
Consideration was given to the problem of controlling a system of ordinary differential equations un...
The input reconstruction problem for a stochastic differential equation is investigated by means of ...
We investigate the problem of recovering a potential q(x) in the equation -∆u + q(x)u = 0 from overs...
We present a technique for the rapid and reliable evaluation of linear-functional output of ellipti...
Problems of dynamical reconstruction of unknown characteristics for nonlinear equations described th...
This paper deals with a specific inverse problem of dynamics for a system described by a parabolic i...
This paper gives a concise description of effective solutions to the "guaranteed" state estimation p...
The paper discusses a method of auxiliary controlled models and the application of this method to so...
The article considers dynamic identification of unknown characteristics in a third-order system. A r...
AbstractWe investigate the problem of recovering a potential q(x) in the equation −Δu + q(x)u = 0 fr...
In this paper, we deal with the problem of determining perfectly insulating regions (cavities) from ...
Sunnyson Y.F. Seid.Thesis (M.Phil.)--Chinese University of Hong Kong, 1997.Includes bibliographical ...
This paper addresses the problem of on-line identification of a parameter of a distributed hyperboli...
From the viewpoint of the approach of the theory of dynamic inversion, an input reconstruction probl...
For some classes of systems described by ordinary differential equations, a survey of algorithms for...
Consideration was given to the problem of controlling a system of ordinary differential equations un...
The input reconstruction problem for a stochastic differential equation is investigated by means of ...
We investigate the problem of recovering a potential q(x) in the equation -∆u + q(x)u = 0 from overs...
We present a technique for the rapid and reliable evaluation of linear-functional output of ellipti...
Problems of dynamical reconstruction of unknown characteristics for nonlinear equations described th...
This paper deals with a specific inverse problem of dynamics for a system described by a parabolic i...
This paper gives a concise description of effective solutions to the "guaranteed" state estimation p...
The paper discusses a method of auxiliary controlled models and the application of this method to so...
The article considers dynamic identification of unknown characteristics in a third-order system. A r...
AbstractWe investigate the problem of recovering a potential q(x) in the equation −Δu + q(x)u = 0 fr...
In this paper, we deal with the problem of determining perfectly insulating regions (cavities) from ...