AbstractWe consider the problem of determining state from input-output data, for systems with state space of infinite dimension.In Sections 1–4 we consider some concrete examples of systems governed by partial differential operators and we show what sort of difficulties one has to contend with when controls or observations are boundary values. In Section 5 we consider the problems in a more general and abstract setting.Methods used in Sections 1–4 and in Section 5 are “dual” and the paper is organized in such a way that it is also possible to start with Section 5 and proceed next to Sections 1–4
We define a class of infinite-dimensional systems with unbounded input and output operators which ar...
The concepts of controllability and stabilizability subspaces are extended to infinite-dimensional l...
This paper studies the decoupling problem in infinite-dimensional systems using the so-called geomet...
AbstractWe consider the problem of determining state from input-output data, for systems with state ...
International audienceIn a pedagogical but exhaustive manner, this survey reviews the main results o...
We derive a reduced-order state estimator for discrete-time infinite dimensional linear systems with...
Infinite-dimensional systems is a well established area of research with an ever increasing number o...
International audienceWe are considering the problem of state observation for a class of infinite di...
http://deepblue.lib.umich.edu/bitstream/2027.42/6973/5/bbl3526.0001.001.pdfhttp://deepblue.lib.umich...
This paper deals with the orders of input/output equations satisfied by nonlinear systems. Such equa...
Abstract. We report on recent progress in the study of infinite transition systems for which interes...
International audienceWe are considering the problem of state observation for a class of infinite di...
AbstractThis paper is concerned with the stabilization problem of infinite-dimensional systems with ...
In this thesis we develop a state space output regulation theory for linear infinite-dimensional sys...
In this talk we discuss infinite-dimensional versions of well-known stability notions relating the e...
We define a class of infinite-dimensional systems with unbounded input and output operators which ar...
The concepts of controllability and stabilizability subspaces are extended to infinite-dimensional l...
This paper studies the decoupling problem in infinite-dimensional systems using the so-called geomet...
AbstractWe consider the problem of determining state from input-output data, for systems with state ...
International audienceIn a pedagogical but exhaustive manner, this survey reviews the main results o...
We derive a reduced-order state estimator for discrete-time infinite dimensional linear systems with...
Infinite-dimensional systems is a well established area of research with an ever increasing number o...
International audienceWe are considering the problem of state observation for a class of infinite di...
http://deepblue.lib.umich.edu/bitstream/2027.42/6973/5/bbl3526.0001.001.pdfhttp://deepblue.lib.umich...
This paper deals with the orders of input/output equations satisfied by nonlinear systems. Such equa...
Abstract. We report on recent progress in the study of infinite transition systems for which interes...
International audienceWe are considering the problem of state observation for a class of infinite di...
AbstractThis paper is concerned with the stabilization problem of infinite-dimensional systems with ...
In this thesis we develop a state space output regulation theory for linear infinite-dimensional sys...
In this talk we discuss infinite-dimensional versions of well-known stability notions relating the e...
We define a class of infinite-dimensional systems with unbounded input and output operators which ar...
The concepts of controllability and stabilizability subspaces are extended to infinite-dimensional l...
This paper studies the decoupling problem in infinite-dimensional systems using the so-called geomet...