AbstractThis paper concerns the large time behavior toward planar rarefaction waves of solutions for the relaxation approximation of conservation laws in several dimensions. It is shown that a planar rarefaction wave is nonlinear stable in the sense that it is an asymptotic attractor for the relaxation approximation of conservation laws
We study the asymptotic convergence to rarefaction waves of the solution for the initial value probl...
AbstractThe sharp decay estimate of rarefaction waves in terms of a partial ordering among positive ...
Abstract. Under natural spectral stability assumptions motivated by previous investigations of the a...
AbstractIn this paper, we show that a strong planar rarefaction wave is nonlinear stable, namely it ...
AbstractThis paper is concerned with nonlinear stability of strong planar rarefaction waves for the ...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7, Rome / CNR - Consiglio...
We study asymptotic stability of the planar rarefaction wave in one or two space dimensional scalar ...
AbstractIn this paper, we show that a strong planar rarefaction wave is nonlinear stable, namely it ...
AbstractThis paper concerns the large time behavior toward planar rarefaction waves of solutions for...
AbstractWe study the nonlinear asymptotic stability of planar shock front for a class of relaxation ...
Asymptotic decay toward the planar rarefaction waves of solutions for viscous conservation laws in s...
We are interested in properties of the multidimensional Euler equations for compressible fluids. Rar...
We consider the large time behavior of solutions for a hyperbolic relaxation system. For a certain c...
We are interested in properties of the multidimensional Euler equations for compressible fluids. Rar...
We consider the large time behavior of solutions for a hyperbolic relaxation system. For a certain c...
We study the asymptotic convergence to rarefaction waves of the solution for the initial value probl...
AbstractThe sharp decay estimate of rarefaction waves in terms of a partial ordering among positive ...
Abstract. Under natural spectral stability assumptions motivated by previous investigations of the a...
AbstractIn this paper, we show that a strong planar rarefaction wave is nonlinear stable, namely it ...
AbstractThis paper is concerned with nonlinear stability of strong planar rarefaction waves for the ...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7, Rome / CNR - Consiglio...
We study asymptotic stability of the planar rarefaction wave in one or two space dimensional scalar ...
AbstractIn this paper, we show that a strong planar rarefaction wave is nonlinear stable, namely it ...
AbstractThis paper concerns the large time behavior toward planar rarefaction waves of solutions for...
AbstractWe study the nonlinear asymptotic stability of planar shock front for a class of relaxation ...
Asymptotic decay toward the planar rarefaction waves of solutions for viscous conservation laws in s...
We are interested in properties of the multidimensional Euler equations for compressible fluids. Rar...
We consider the large time behavior of solutions for a hyperbolic relaxation system. For a certain c...
We are interested in properties of the multidimensional Euler equations for compressible fluids. Rar...
We consider the large time behavior of solutions for a hyperbolic relaxation system. For a certain c...
We study the asymptotic convergence to rarefaction waves of the solution for the initial value probl...
AbstractThe sharp decay estimate of rarefaction waves in terms of a partial ordering among positive ...
Abstract. Under natural spectral stability assumptions motivated by previous investigations of the a...
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