Add to ORKGTo appear in Dynamics of Continuous, Discrete and Impulsive SystemsInternational audienceIn this paper we consider the Minimum Time Problem with dynamics given by a differential inclusion. We prove that the minimum time function is semiconcave under suitable hypotheses on the multifunction F
Abstract. In the paper, we study weak invariance of differential inclusions with non-fixed time impu...
AbstractIn this paper we provide sufficient conditions for the solution set of a semilinear differen...
Abstract In this paper we prove two variants of the well-known Filippov-Pliss lemma in the case of d...
Abstract. In this paper we consider the Minimum Time Problem with dynamics given by a differential i...
This paper studies the regularity of the minimum time function, T.(•), for a control system with a c...
In the paper we study weak and strong invariance of differential inclusions with fixed time impulses...
The minimum time function T(·) of smooth control systems is known to be locally semiconcave provide...
Abstract. In the paper we study weak and strong invariance of differential inclusions with fixed tim...
The Minimum Time function T (x) of a nonlinear control system x ̇ = f(x, u) is the viscosity soluti...
We provide intrinsic sufficient conditions on a multifunction F and endpoint data phi so that the v...
This paper Continues our study of the minimum time problem with dynamics driven by a particular type...
In this paper, a mathematical model of the control object in the form of a differential inclusion wi...
We study the time optimal control problem with a general target $\mathcal S$ for a class of differen...
summary:In this paper we consider evolution inclusions driven by a time-dependent sub\-differential....
In this paper, we study the dynamics of a differential inclusion built upon a nonsmooth, not necessa...
Abstract. In the paper, we study weak invariance of differential inclusions with non-fixed time impu...
AbstractIn this paper we provide sufficient conditions for the solution set of a semilinear differen...
Abstract In this paper we prove two variants of the well-known Filippov-Pliss lemma in the case of d...
Abstract. In this paper we consider the Minimum Time Problem with dynamics given by a differential i...
This paper studies the regularity of the minimum time function, T.(•), for a control system with a c...
In the paper we study weak and strong invariance of differential inclusions with fixed time impulses...
The minimum time function T(·) of smooth control systems is known to be locally semiconcave provide...
Abstract. In the paper we study weak and strong invariance of differential inclusions with fixed tim...
The Minimum Time function T (x) of a nonlinear control system x ̇ = f(x, u) is the viscosity soluti...
We provide intrinsic sufficient conditions on a multifunction F and endpoint data phi so that the v...
This paper Continues our study of the minimum time problem with dynamics driven by a particular type...
In this paper, a mathematical model of the control object in the form of a differential inclusion wi...
We study the time optimal control problem with a general target $\mathcal S$ for a class of differen...
summary:In this paper we consider evolution inclusions driven by a time-dependent sub\-differential....
In this paper, we study the dynamics of a differential inclusion built upon a nonsmooth, not necessa...
Abstract. In the paper, we study weak invariance of differential inclusions with non-fixed time impu...
AbstractIn this paper we provide sufficient conditions for the solution set of a semilinear differen...
Abstract In this paper we prove two variants of the well-known Filippov-Pliss lemma in the case of d...