SIGLEAvailable from TIB Hannover: RR 4487(2001,9) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische InformationsbibliothekDEGerman
AbstractThis paper concerns the asymptotic behavior toward rarefaction waves of the solution of a ge...
AbstractThis paper is concerned with the linearized stability of traveling wave solutions for system...
Asymptotic decay toward the planar rarefaction waves of solutions for viscous conservation laws in s...
AbstractIn this paper we investigate the time decay rates of perturbations of the traveling waves fo...
We consider the Cauchy problem for scalar viscous conservation laws: $u_{t}+f(u)_{x}=\mu u_{xx} $ , ...
Low-frequency stability analysis of periodic traveling-wave solutions of viscous conservation laws i...
In this thesis, we study the nonlinear stability of oscillatory traveling wave solutions to a class ...
Abstract. Under natural spectral stability assumptions motivated by previous investigations of the a...
In this thesis, we study the nonlinear stability of oscillatory traveling wave solutions to a class ...
Abstract. Extending results of Oh and Zumbrun in dimensions d ≥ 3, we establish nonlinear stability ...
We consider scalar conservation laws with nonlocal diffusion of Riesz–Feller type such as the fracta...
The stability of traveling wave solutions of scalar, viscous conservation laws is inves-tigated by d...
AbstractThe stability of traveling wave solutions of scalar viscous conservation laws is investigate...
We study asymptotic stability of the planar rarefaction wave in one or two space dimensional scalar ...
Extending previous results of Oh–Zumbrun and Johnson–Zumbrun, we show that spectral stability implie...
AbstractThis paper concerns the asymptotic behavior toward rarefaction waves of the solution of a ge...
AbstractThis paper is concerned with the linearized stability of traveling wave solutions for system...
Asymptotic decay toward the planar rarefaction waves of solutions for viscous conservation laws in s...
AbstractIn this paper we investigate the time decay rates of perturbations of the traveling waves fo...
We consider the Cauchy problem for scalar viscous conservation laws: $u_{t}+f(u)_{x}=\mu u_{xx} $ , ...
Low-frequency stability analysis of periodic traveling-wave solutions of viscous conservation laws i...
In this thesis, we study the nonlinear stability of oscillatory traveling wave solutions to a class ...
Abstract. Under natural spectral stability assumptions motivated by previous investigations of the a...
In this thesis, we study the nonlinear stability of oscillatory traveling wave solutions to a class ...
Abstract. Extending results of Oh and Zumbrun in dimensions d ≥ 3, we establish nonlinear stability ...
We consider scalar conservation laws with nonlocal diffusion of Riesz–Feller type such as the fracta...
The stability of traveling wave solutions of scalar, viscous conservation laws is inves-tigated by d...
AbstractThe stability of traveling wave solutions of scalar viscous conservation laws is investigate...
We study asymptotic stability of the planar rarefaction wave in one or two space dimensional scalar ...
Extending previous results of Oh–Zumbrun and Johnson–Zumbrun, we show that spectral stability implie...
AbstractThis paper concerns the asymptotic behavior toward rarefaction waves of the solution of a ge...
AbstractThis paper is concerned with the linearized stability of traveling wave solutions for system...
Asymptotic decay toward the planar rarefaction waves of solutions for viscous conservation laws in s...