The three-dimensional inverse problem of particle dynamics is studied here. The potential U and the corresponding energy h are determined by the given family of possible trajectories. The classification of the solutions due to the geometry of the given family is obtained. © 1988 Kluwer Academic Publishers
This dissertation investigates a particular reduction of the three body problem, using a combination...
Despite its great practical importance, the theory of inverse problems remains poorly known. Indeed,...
On the uniqueness of the inverse source problem for linear particle transport theor
Abstract. The equations of the inverse problem of dynamics are used in order to obtain planar and sp...
Abstract. In the framework of the 3D inverse problem of dynamics, we establish the conditions which ...
The paper deals with the problem of finding the field of force that generates a given (N - 1)-parame...
The so-called inverse problem of dynamics is about constructing a potential for a given family of cu...
We investigate the inverse problem for bound states in the D = 3 dimensional space. The potential is...
This thesis concentrates on the inverse problem in classical statistical mechanics and its applicati...
ABSTRACT. The present investigation reports, that modified hyperspherical function method permits us...
The two-dimensional inverse problem of dynamics is considered for nonconservative force \u85elds, bo...
Extending a previous paper, we present a generalization in dimension 3 of the traditional Szebehely-...
A review of the author’s results is given. Inversion formulas and stability results for the solution...
Based on the analysis and systematization of the inverse problems of dynamics, the study of the prop...
International audienceWe study aspects of the quantum and classical dynamics of a 3-body system in 3...
This dissertation investigates a particular reduction of the three body problem, using a combination...
Despite its great practical importance, the theory of inverse problems remains poorly known. Indeed,...
On the uniqueness of the inverse source problem for linear particle transport theor
Abstract. The equations of the inverse problem of dynamics are used in order to obtain planar and sp...
Abstract. In the framework of the 3D inverse problem of dynamics, we establish the conditions which ...
The paper deals with the problem of finding the field of force that generates a given (N - 1)-parame...
The so-called inverse problem of dynamics is about constructing a potential for a given family of cu...
We investigate the inverse problem for bound states in the D = 3 dimensional space. The potential is...
This thesis concentrates on the inverse problem in classical statistical mechanics and its applicati...
ABSTRACT. The present investigation reports, that modified hyperspherical function method permits us...
The two-dimensional inverse problem of dynamics is considered for nonconservative force \u85elds, bo...
Extending a previous paper, we present a generalization in dimension 3 of the traditional Szebehely-...
A review of the author’s results is given. Inversion formulas and stability results for the solution...
Based on the analysis and systematization of the inverse problems of dynamics, the study of the prop...
International audienceWe study aspects of the quantum and classical dynamics of a 3-body system in 3...
This dissertation investigates a particular reduction of the three body problem, using a combination...
Despite its great practical importance, the theory of inverse problems remains poorly known. Indeed,...
On the uniqueness of the inverse source problem for linear particle transport theor
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