Stability estimates for scalar conservation laws with moving flux constraints

-les malades reçu à l’accueil des Urgences Chirurgicales Pédiatriques qui sont traité en ambulatoire ou adressés directement au service de chirurgie des brulés

Within the present model, the simulation of a situation is characterised by (a) An initial situation that is composed by the truth values of all fluents at time T0; (b) A

Bouriah and M.Darwish, Nonlinear Boundary Value Problem for Implicit Differential Equations of Fractional Order in Banach Spaces, Fixed Point Theory (to appear).. Bouriah, Existence

Once the existence of traces has been established we prove that any pair of weak entropy solutions of (1) satisfies a generalized Kato inequality with a reminder term concentrated

On the maximization problem for solutions of reaction- diffusion equations with respect to their initial data.. Mathematical Modelling of Natural Phenomena, EDP Sciences,

Zuazua study the long time behaviour of a homogeneous version of (1); we also refer the interested reader to [11], in which M. Zuazua extend the analysis performed in [12] to the

Keywords: scalar conservation law, nonlocal point constraint, well-posedness, fixed point argument, finite volume scheme, convergence of approximations, vehicular traffics,

Finally in section 3, we shall prove that the continuous version of solutions will give rise to a flow of homeomorphisms if the coefficients are compactly