Consider a strictly hyperbolic n x n system of conservation laws in one space dimension: u(t) + F(u)(x) = 0. (*) Relying on the existence of the Standard Riemann Semigroup generated by (*), we establish the uniqueness of entropy-admissible weak solutions to the Cauchy problem, under a mild assumption on the variation of u along spacelike segments
In this chapter we introduce the definitions of hyperbolicity and strict hyperbolicity and generaliz...
AbstractIn this paper we establish a general uniqueness theorem for nonlinear hyperbolic systems of ...
Consider the Cauchy problem for a hyperbolic $n\times n$ system of conservation laws in one space ...
Consider a strictly hyperbolic n x n system of conservation laws in one space dimension: u(t) + F(...
. Consider a strictly hyperbolic n \Theta n system of conservation laws in one space dimension: u t ...
AbstractLet ut+f(u)x=0 be a strictly hyperbolic n×n system of conservation laws in one space dimensi...
AbstractLet ut+f(u)x=0 be a strictly hyperbolic n×n system of conservation laws in one space dimensi...
Abstract. In the present work, we study the uniqueness of entropy solutions for the Riemann and Cauc...
This paper is concerned with the initial value problem for a strictly hyperbolic $n\times n$ system ...
AbstractIn this paper we establish a general uniqueness theorem for nonlinear hyperbolic systems of ...
We consider initial layers and uniqueness of weak entropy solutions to hyperbolic conservation laws ...
This is a survey paper, written in the occasion of an invited talk given by the author at the Univer...
We consider initial layers and uniqueness of weak entropy solutions to hyperbolic conservation laws ...
Abstract. We consider initial layers and uniqueness of weak entropy solutions to hyperbolic conserva...
AbstractIn this paper we prove uniqueness theorems of the Cauchy problem for general 2 × 2 genuinely...
In this chapter we introduce the definitions of hyperbolicity and strict hyperbolicity and generaliz...
AbstractIn this paper we establish a general uniqueness theorem for nonlinear hyperbolic systems of ...
Consider the Cauchy problem for a hyperbolic $n\times n$ system of conservation laws in one space ...
Consider a strictly hyperbolic n x n system of conservation laws in one space dimension: u(t) + F(...
. Consider a strictly hyperbolic n \Theta n system of conservation laws in one space dimension: u t ...
AbstractLet ut+f(u)x=0 be a strictly hyperbolic n×n system of conservation laws in one space dimensi...
AbstractLet ut+f(u)x=0 be a strictly hyperbolic n×n system of conservation laws in one space dimensi...
Abstract. In the present work, we study the uniqueness of entropy solutions for the Riemann and Cauc...
This paper is concerned with the initial value problem for a strictly hyperbolic $n\times n$ system ...
AbstractIn this paper we establish a general uniqueness theorem for nonlinear hyperbolic systems of ...
We consider initial layers and uniqueness of weak entropy solutions to hyperbolic conservation laws ...
This is a survey paper, written in the occasion of an invited talk given by the author at the Univer...
We consider initial layers and uniqueness of weak entropy solutions to hyperbolic conservation laws ...
Abstract. We consider initial layers and uniqueness of weak entropy solutions to hyperbolic conserva...
AbstractIn this paper we prove uniqueness theorems of the Cauchy problem for general 2 × 2 genuinely...
In this chapter we introduce the definitions of hyperbolicity and strict hyperbolicity and generaliz...
AbstractIn this paper we establish a general uniqueness theorem for nonlinear hyperbolic systems of ...
Consider the Cauchy problem for a hyperbolic $n\times n$ system of conservation laws in one space ...
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