AbstractA procedure for investigating the global observability of a class of vectorfields is proposed. The method derives from given qualitative properties of the flow. It is shown that for Morse-Smale flows, local observability criteria can be tied together, leading to a global theorem
This paper deals with global injectivity of vector fields defined on euclidean spaces. Our main resu...
We consider a construction of observables by using methods of supersymmetric field theories. In part...
Abstract Kirwan identified a condition on a smooth function under which the usual tech...
AbstractA procedure for investigating the global observability of a class of vectorfields is propose...
We prove the existence of the global flow fU t g generated by a vector field A from a Sobolev class ...
AbstractWe develop the idea of self-indexing and the technology of gradient-like vector fields in th...
AbstractWe prove the existence of the global flow {Ut} generated by a vector field A from a Sobolev ...
AbstractWe present a method for the global classification of dynamical systems based on a specific d...
AbstractWe consider a class of involutive systems of real vector fields on theN-dimensional torus an...
Abstract. This paper presents an algebraic approach to the problem of non-linear observer design. We...
International audienceThis paper is concerned with the study of observability properties of systems ...
We consider local-global principles for rational points on varieties, in particular torsors, over on...
AbstractThe class bn of polynomial vector fields of degree n which define global flows in R2 is char...
We address some global solvability issues for classes of smooth non-singular vector fields L in the ...
Abstract. Kirwan identified a condition on a smooth function under which the usual techniques of Mor...
This paper deals with global injectivity of vector fields defined on euclidean spaces. Our main resu...
We consider a construction of observables by using methods of supersymmetric field theories. In part...
Abstract Kirwan identified a condition on a smooth function under which the usual tech...
AbstractA procedure for investigating the global observability of a class of vectorfields is propose...
We prove the existence of the global flow fU t g generated by a vector field A from a Sobolev class ...
AbstractWe develop the idea of self-indexing and the technology of gradient-like vector fields in th...
AbstractWe prove the existence of the global flow {Ut} generated by a vector field A from a Sobolev ...
AbstractWe present a method for the global classification of dynamical systems based on a specific d...
AbstractWe consider a class of involutive systems of real vector fields on theN-dimensional torus an...
Abstract. This paper presents an algebraic approach to the problem of non-linear observer design. We...
International audienceThis paper is concerned with the study of observability properties of systems ...
We consider local-global principles for rational points on varieties, in particular torsors, over on...
AbstractThe class bn of polynomial vector fields of degree n which define global flows in R2 is char...
We address some global solvability issues for classes of smooth non-singular vector fields L in the ...
Abstract. Kirwan identified a condition on a smooth function under which the usual techniques of Mor...
This paper deals with global injectivity of vector fields defined on euclidean spaces. Our main resu...
We consider a construction of observables by using methods of supersymmetric field theories. In part...
Abstract Kirwan identified a condition on a smooth function under which the usual tech...
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