Part 2: Control of Distributed Parameter SystemsInternational audienceIn this paper we present a brief review of some important results on weak compactness in the space of vector valued measures. We also review some recent results of the author on weak compactness of any set of operator valued measures. These results are then applied to optimal structural feedback control for deterministic systems on infinite dimensional spaces
Two measure preserving dynamical systems are weakly disjoint if some pointwise convergence property ...
An integration theory for vector functions and operator-valued measures is outlined, and it is shown...
AbstractWe give a new optimal compactness criterion which insures that time dependent bounded sequen...
AbstractIt is proved that a weak* compact subsetAof scalar measures on aσ-algebra is weakly compact ...
In this paper we discuss a class of a priori inequalities of a type appearing frequently in linear p...
We show that a subset of $¥tau$-smooth measures on a product of regular spaces is relatively compact...
AbstractIt is proved that a weak* compact subsetAof scalar measures on aσ-algebra is weakly compact ...
Compactness type properties for operators acting in Banach function spaces are not always preserved ...
Let X be a completely regular Hausdorff space, E a Banach space, and $ M_{tbv}(X,$ $E)$ the space of...
We give another proof for Kluvanek and Knowles' characterization of Liapounoff mea- sures [KLUVANEK,...
We give another proof for Kluvanek and Knowles' characterization of Liapounoff mea- sures [KLUVANEK,...
We give another proof for Kluvanek and Knowles' characterization of Liapounoff mea- sures [KLUVANEK,...
International audienceWe first derive a general integral-turnpike property around a set for infinite...
The thesis deals with the study of a natural extension of classical finite-dimensional time-optimal ...
International audienceWe first derive a general integral-turnpike property around a set for infinite...
Two measure preserving dynamical systems are weakly disjoint if some pointwise convergence property ...
An integration theory for vector functions and operator-valued measures is outlined, and it is shown...
AbstractWe give a new optimal compactness criterion which insures that time dependent bounded sequen...
AbstractIt is proved that a weak* compact subsetAof scalar measures on aσ-algebra is weakly compact ...
In this paper we discuss a class of a priori inequalities of a type appearing frequently in linear p...
We show that a subset of $¥tau$-smooth measures on a product of regular spaces is relatively compact...
AbstractIt is proved that a weak* compact subsetAof scalar measures on aσ-algebra is weakly compact ...
Compactness type properties for operators acting in Banach function spaces are not always preserved ...
Let X be a completely regular Hausdorff space, E a Banach space, and $ M_{tbv}(X,$ $E)$ the space of...
We give another proof for Kluvanek and Knowles' characterization of Liapounoff mea- sures [KLUVANEK,...
We give another proof for Kluvanek and Knowles' characterization of Liapounoff mea- sures [KLUVANEK,...
We give another proof for Kluvanek and Knowles' characterization of Liapounoff mea- sures [KLUVANEK,...
International audienceWe first derive a general integral-turnpike property around a set for infinite...
The thesis deals with the study of a natural extension of classical finite-dimensional time-optimal ...
International audienceWe first derive a general integral-turnpike property around a set for infinite...
Two measure preserving dynamical systems are weakly disjoint if some pointwise convergence property ...
An integration theory for vector functions and operator-valued measures is outlined, and it is shown...
AbstractWe give a new optimal compactness criterion which insures that time dependent bounded sequen...