AbstractWe study an initial boundary value problem for a scalar conservation law ut+div Φ(u)=f on a bounded domain. Existence and uniqueness of a renormalized entropy solution is established for general L1-data, Φ∈C(R,RN)
International audienceWe consider L 1 solutions to the initial-boundary value problem for first orde...
International audienceThis paper is devoted to the analysis of solutions of scalar conservation laws...
We prove existence and uniqueness for a class of signed Radon measure-valued entropy solutions of th...
AbstractWe introduce a notion of entropy solution for a scalar conservation law on a bounded domain ...
International audienceThis paper deals with the construction of nonlinear boundary conditions for mu...
International audienceThis Note deals with uniqueness and continuous dependence of solutions to the ...
AbstractUniqueness of a generalized entropy solution (g.e.s.) to the Cauchy problem for N-dimensiona...
International audienceIn this paper, the question of existence and uniqueness for entropy solutions ...
This Note deals with uniqueness and continuous dependence of solutions to the problem ut + divϕ(u) ...
AbstractWe study a zero-flux type initial-boundary value problem for scalar conservation laws with a...
Abstract. We investigate the regularity of bounded weak solutions of scalar conservation laws with u...
We study scalar conservation laws in one dimension with the flux function being discontinuous in the...
Abstract. We study a zero-flux type initial-boundary value problem for scalar conservation laws with...
In this paper, we show that the entropy solution of a scalar conservation law is \begin{itemize} \...
AbstractWe consider one-dimensional scalar conservation laws with and without viscosity where the fl...
International audienceWe consider L 1 solutions to the initial-boundary value problem for first orde...
International audienceThis paper is devoted to the analysis of solutions of scalar conservation laws...
We prove existence and uniqueness for a class of signed Radon measure-valued entropy solutions of th...
AbstractWe introduce a notion of entropy solution for a scalar conservation law on a bounded domain ...
International audienceThis paper deals with the construction of nonlinear boundary conditions for mu...
International audienceThis Note deals with uniqueness and continuous dependence of solutions to the ...
AbstractUniqueness of a generalized entropy solution (g.e.s.) to the Cauchy problem for N-dimensiona...
International audienceIn this paper, the question of existence and uniqueness for entropy solutions ...
This Note deals with uniqueness and continuous dependence of solutions to the problem ut + divϕ(u) ...
AbstractWe study a zero-flux type initial-boundary value problem for scalar conservation laws with a...
Abstract. We investigate the regularity of bounded weak solutions of scalar conservation laws with u...
We study scalar conservation laws in one dimension with the flux function being discontinuous in the...
Abstract. We study a zero-flux type initial-boundary value problem for scalar conservation laws with...
In this paper, we show that the entropy solution of a scalar conservation law is \begin{itemize} \...
AbstractWe consider one-dimensional scalar conservation laws with and without viscosity where the fl...
International audienceWe consider L 1 solutions to the initial-boundary value problem for first orde...
International audienceThis paper is devoted to the analysis of solutions of scalar conservation laws...
We prove existence and uniqueness for a class of signed Radon measure-valued entropy solutions of th...