Add to ORKGAbstract. For a rate independent sweeping process with a time dependent smooth convex constraint, we prove that the Kurzweil solution for possibly discontinuous inputs depends locally Lipschitz continuously on the data in terms of the BV-norm. 1
We show that sweeping processes with possibly non-convex prox-regular constraints generate a strongl...
International audienceIn this article we discuss the differential inclusion known as state dependent...
We consider a large class of continuous sweeping processes and we prove that they are well posed wit...
AbstractWe show that the existence and uniqueness of BV continuous sweeping processes can be easily ...
We show that the existence and uniqueness of BV continuous sweeping processes can be easily reduced ...
We introduce a new reparametrization technique for convex-valued functions of bounded variation. By ...
summary:The Kurzweil integral technique is applied to a class of rate independent processes with con...
International audienceIn this paper, we analyze and discuss the well-posedness of two new variants o...
In this paper, we study some classes of sweeping processes with velocity constraints in the moving s...
This paper is devoted to the study of a new class of implicit state-dependent sweeping processes wit...
Sweeping processes are a class of evolution differential inclusions arising in elastoplasticity and ...
International audienceThe existence and the convergence (up to a subsequence) of the Moreau-Yosida r...
Abstract. This paper provides new conditions under which optimal controls are Lipschitz continuous f...
We provide a formulation for sweeping processes with arbitrary locally bounded retraction, not neces...
We prove the BV-norm well-posedness of sweeping processes driven by a moving convex set with constan...
We show that sweeping processes with possibly non-convex prox-regular constraints generate a strongl...
International audienceIn this article we discuss the differential inclusion known as state dependent...
We consider a large class of continuous sweeping processes and we prove that they are well posed wit...
AbstractWe show that the existence and uniqueness of BV continuous sweeping processes can be easily ...
We show that the existence and uniqueness of BV continuous sweeping processes can be easily reduced ...
We introduce a new reparametrization technique for convex-valued functions of bounded variation. By ...
summary:The Kurzweil integral technique is applied to a class of rate independent processes with con...
International audienceIn this paper, we analyze and discuss the well-posedness of two new variants o...
In this paper, we study some classes of sweeping processes with velocity constraints in the moving s...
This paper is devoted to the study of a new class of implicit state-dependent sweeping processes wit...
Sweeping processes are a class of evolution differential inclusions arising in elastoplasticity and ...
International audienceThe existence and the convergence (up to a subsequence) of the Moreau-Yosida r...
Abstract. This paper provides new conditions under which optimal controls are Lipschitz continuous f...
We provide a formulation for sweeping processes with arbitrary locally bounded retraction, not neces...
We prove the BV-norm well-posedness of sweeping processes driven by a moving convex set with constan...
We show that sweeping processes with possibly non-convex prox-regular constraints generate a strongl...
International audienceIn this article we discuss the differential inclusion known as state dependent...
We consider a large class of continuous sweeping processes and we prove that they are well posed wit...