This work is devoted to the theory and approximation of nonlinear hyper bolic systems of
conservation laws in one or two space variables. It follows directly a previous publication on …

The goal of this paper is to provide a theoretical framework allowing one to extend some
general concepts related to the numerical approximation of 1-d conservation laws to the …

In this chapter we describe a general methodology for develo** high-order well-balanced
schemes for hyperbolic system with nonconservative products and/or source terms. We …

The aim of this paper is to present a new kind of numerical processing for hyperbolic
systems of conservation laws with source terms. This is achieved by means of a non …

We present here an approximate Riemann solver to compute Euler equations using real gas
state laws. The scheme is based on an earlier proposition, called VFRoe, introduced by one …

This paper is concerned with the numerical approximation of Cauchy problems for one-
dimensional nonconservative hyperbolic systems. The theory developed by Dal Maso et …

This paper deals with the numerical approximation of one-dimensional hyperbolic systems
of balance laws. We consider these systems as a particular case of hyperbolic systems in …

Dans ce mémoire, on s' intéresse à la simulation des écoulements liquide-vapeur en
transition de phase. Pour décrire ces écoulements, une approche bifluide moyennée à deux …

We show that it is possible to construct a class of entropic schemes for the multicomponent
Euler system describing a gas or fluid homogeneous mixture at thermodynamic equilibrium …

For a real Enriques surfaceY we prove that every homology class inH1 (Y (R); Z= 2) can be
represented by a real algebraic curve if and only if all connected components of Y (R) are …