Ergodicity of robust switching control and nonlinear system of quasi variational inequalities

nonlinear variational inequality in terms of a function which is solution of a suitable variational inequality with spherically symmetric

Annales de l’lnstitut Henri Poincaré - Analyse non linéaire.. locally semi-concave) and applying classical results on the obstacle problem this proves that u E

(2.6) Most of existence schemes of solutions to quasi-variational inequalities use the recurrent tool : define a suitable set-valued map related to the data of the problem and look

In this note, using a fixed point argument, we give a new existence result for a variant of the state-dependent sweeping process with velocity constraint.. The fact that the

In particular, we prove the HoÈlder continuity of the solution sets of the problems perturbed around the original problem.. Our aim is to prove the HoÈlder continuity of the

This paper deals with the existence and uniqueness of solutions for a class of state- dependent sweeping processes with constrained velocity in Hilbert spaces without using

Key words : Backward stochastic differential equation, jump-diffusion process, jump constraints, penalization, quasi-variational inequalities, impulse control problems,

Then, in order to achieve a minimal time robust stabilization procedure, using a hybrid feedback law, we define a suitable switching strategy (more precisely, a hysteresis) between