We investigate the quasi-potential problem for the entropy cost functionals of non-entropic solutions to scalar conservation laws with smooth fluxes. We prove that the quasi-potentials coincide with the integral of a suitable Einstein entropy. © 2009 Elsevier Inc. All rights reserved
We study scalar conservation laws in one dimension with the flux function being discontinuous in the...
We consider a scalar conservation law with discontinuous flux function. The fluxes are non-convex, h...
AbstractWe consider one-dimensional scalar conservation laws with and without viscosity where the fl...
We investigate the quasi-potential problem for the entropy cost functionals of non-entropic solution...
We investigate the quasi-potential problem for the entropy cost functionals of non-entropic solution...
AbstractWe investigate the quasi-potential problem for the entropy cost functionals of non-entropic ...
International audienceIn this paper, the question of existence and uniqueness for entropy solutions ...
AbstractWe study a zero-flux type initial-boundary value problem for scalar conservation laws with a...
Abstract. We study a zero-flux type initial-boundary value problem for scalar conservation laws with...
International audienceThis paper is devoted to the analysis of solutions of scalar conservation laws...
20 pagesInternational audienceWe prove regularity estimates for entropy solutions to scalar conserva...
AbstractWe introduce a notion of entropy solution for a scalar conservation law on a bounded domain ...
We are concerned with the minimal entropy conditions for one-dimensional scalar conservation laws wi...
We are concerned with a control problem related to the vanishing viscosity approximation to scalar c...
In this paper we are interested in bilateral obstacle problems for quasilinear scalar conservation l...
We study scalar conservation laws in one dimension with the flux function being discontinuous in the...
We consider a scalar conservation law with discontinuous flux function. The fluxes are non-convex, h...
AbstractWe consider one-dimensional scalar conservation laws with and without viscosity where the fl...
We investigate the quasi-potential problem for the entropy cost functionals of non-entropic solution...
We investigate the quasi-potential problem for the entropy cost functionals of non-entropic solution...
AbstractWe investigate the quasi-potential problem for the entropy cost functionals of non-entropic ...
International audienceIn this paper, the question of existence and uniqueness for entropy solutions ...
AbstractWe study a zero-flux type initial-boundary value problem for scalar conservation laws with a...
Abstract. We study a zero-flux type initial-boundary value problem for scalar conservation laws with...
International audienceThis paper is devoted to the analysis of solutions of scalar conservation laws...
20 pagesInternational audienceWe prove regularity estimates for entropy solutions to scalar conserva...
AbstractWe introduce a notion of entropy solution for a scalar conservation law on a bounded domain ...
We are concerned with the minimal entropy conditions for one-dimensional scalar conservation laws wi...
We are concerned with a control problem related to the vanishing viscosity approximation to scalar c...
In this paper we are interested in bilateral obstacle problems for quasilinear scalar conservation l...
We study scalar conservation laws in one dimension with the flux function being discontinuous in the...
We consider a scalar conservation law with discontinuous flux function. The fluxes are non-convex, h...
AbstractWe consider one-dimensional scalar conservation laws with and without viscosity where the fl...