Add to ORKGAbstract. This paper considers feedback stabilization for the semilinear control system ~(t)=Au(t)+v(t)B(u(t)). Here A is the infinitesimal generator of a linear C O semigroup of contractions on a Hilbert space H and B:H~H is a nonlinear operator. A sufficient condition for feedback stabilization is given and applications to hyperbolic boundary value problems are presented
International audienceThis paper considers a diagonal semilinear system of hyperbolic partial differ...
International audienceThis paper considers a diagonal semilinear system of hyperbolic partial differ...
International audienceThis paper considers a diagonal semilinear system of hyperbolic partial differ...
In this paper we continue our discussion, begun in [ 5] , of feedback stabilization of distributed ...
AbstractWe consider bilinear control systems of the form y′(t)=Ay(t)+u(t)By(t) where A generates a s...
AbstractNecessary and sufficient condition are given for state feedback stabilization of distributed...
AbstractNecessary and sufficient condition are given for state feedback stabilization of distributed...
We investigate the abstract Cauchy problem {Mathematical expression} and apply the obtained generati...
AbstractFeedback stabilization of a linear hyperbolic boundary value control system is implemented. ...
This paper deals with the problem of robust output regulation of systems governed by nonlinear contr...
In this thesis problems in control theory for distributed parameter systems are studied, using a sem...
This paper deals with the problem of robust output regulation of systems governed by nonlinear contr...
In this paper we convert a (linear abstract) initial boundary value problem into an abstract Cauchy ...
This paper deals with the problem of robust output regulation of systems governed by nonlinear contr...
This paper is concerned with optimal control problems of Mayer and Bolza type for systems governed b...
International audienceThis paper considers a diagonal semilinear system of hyperbolic partial differ...
International audienceThis paper considers a diagonal semilinear system of hyperbolic partial differ...
International audienceThis paper considers a diagonal semilinear system of hyperbolic partial differ...
In this paper we continue our discussion, begun in [ 5] , of feedback stabilization of distributed ...
AbstractWe consider bilinear control systems of the form y′(t)=Ay(t)+u(t)By(t) where A generates a s...
AbstractNecessary and sufficient condition are given for state feedback stabilization of distributed...
AbstractNecessary and sufficient condition are given for state feedback stabilization of distributed...
We investigate the abstract Cauchy problem {Mathematical expression} and apply the obtained generati...
AbstractFeedback stabilization of a linear hyperbolic boundary value control system is implemented. ...
This paper deals with the problem of robust output regulation of systems governed by nonlinear contr...
In this thesis problems in control theory for distributed parameter systems are studied, using a sem...
This paper deals with the problem of robust output regulation of systems governed by nonlinear contr...
In this paper we convert a (linear abstract) initial boundary value problem into an abstract Cauchy ...
This paper deals with the problem of robust output regulation of systems governed by nonlinear contr...
This paper is concerned with optimal control problems of Mayer and Bolza type for systems governed b...
International audienceThis paper considers a diagonal semilinear system of hyperbolic partial differ...
International audienceThis paper considers a diagonal semilinear system of hyperbolic partial differ...
International audienceThis paper considers a diagonal semilinear system of hyperbolic partial differ...