Add to ORKGIn this paper we consider the non-isentropic equations of gas dynamics with the entropy preserved. Equations are formulated so that the problem is reduced into the 2 2 system of conservation laws with a forcing term in momentum equation. The method of compensated compactness is then applied to prove the existence of weak solution in the vanishing viscosity method
In this article we study, by the vanishing viscosity method, the sensitivity analysis of an optimal ...
We prove the existence and compactness (stability) of entropy solutions for the hyperbolic systems o...
In this article we study, by the vanishing viscosity method, the sensitivity analysis of an optimal ...
. We study the Riemann problem for the system of conservation laws of one dimensional isentropic gas...
This paper provides a survey of recent results concerning the stability and convergence of viscous a...
In this thesis, we present a collection of newly obtained results concerning the existence of vanish...
ABSTRACT. – We consider isentropic gas dynamics equations with unilateral constraint on the density ...
The main contribution of this paper is to use the maximum principle to obtain the explicit lower bou...
AbstractIn this paper we prove uniqueness theorems of the Cauchy problem for general 2 × 2 genuinely...
A vanishing viscosity method is formulated for two-dimensional transonic steady irrotational compres...
A vanishing viscosity method is formulated for two-dimensional transonic steady irrotational compres...
This overview is concerned with the well-posedness problem for the isentropic compressible Euler equ...
AbstractThis paper demonstrates the equivalence of the Euler and the Lagrangian equations of gas dyn...
Abstract This overview is concerned with the well-posedness problem for the isentropic compressible ...
Abstract In this paper, by the viscosity vanishing approach, we consider the Riemann problem for zer...
In this article we study, by the vanishing viscosity method, the sensitivity analysis of an optimal ...
We prove the existence and compactness (stability) of entropy solutions for the hyperbolic systems o...
In this article we study, by the vanishing viscosity method, the sensitivity analysis of an optimal ...
. We study the Riemann problem for the system of conservation laws of one dimensional isentropic gas...
This paper provides a survey of recent results concerning the stability and convergence of viscous a...
In this thesis, we present a collection of newly obtained results concerning the existence of vanish...
ABSTRACT. – We consider isentropic gas dynamics equations with unilateral constraint on the density ...
The main contribution of this paper is to use the maximum principle to obtain the explicit lower bou...
AbstractIn this paper we prove uniqueness theorems of the Cauchy problem for general 2 × 2 genuinely...
A vanishing viscosity method is formulated for two-dimensional transonic steady irrotational compres...
A vanishing viscosity method is formulated for two-dimensional transonic steady irrotational compres...
This overview is concerned with the well-posedness problem for the isentropic compressible Euler equ...
AbstractThis paper demonstrates the equivalence of the Euler and the Lagrangian equations of gas dyn...
Abstract This overview is concerned with the well-posedness problem for the isentropic compressible ...
Abstract In this paper, by the viscosity vanishing approach, we consider the Riemann problem for zer...
In this article we study, by the vanishing viscosity method, the sensitivity analysis of an optimal ...
We prove the existence and compactness (stability) of entropy solutions for the hyperbolic systems o...
In this article we study, by the vanishing viscosity method, the sensitivity analysis of an optimal ...