In this paper, we describe a constructive method to find a dissipative term for any generic higher order, homogeneous, possibly weakly, hyperbolic operator~$P(partial_t,partial_x)$, with~$xinR^n$, $ngeq1$. We derive long-time decay estimates for the solution to the related Cauchy problem. We provide an example of application to the theory of elastic waves
We discuss a purely variational approach to the study of a wide class of second order nonhomogeneous...
We consider an abstract second order linear equation with a strong dissipation, namely a friction te...
In this presentation we attempt to stress two points of view on hyperbolic conservation laws: modeli...
We construct a damping term for general higher-order strictly hyperbolic homogeneous equations with ...
AbstractThe main goal of this paper is to derive long time estimates of the energy for the higher or...
In this paper, we describe a constructive method to find a dissipative term for any generic higher o...
Consider the initial-boundary value problem for the coupled degenerate strongly damped hyperbolic sy...
In this paper we consider the Cauchy problem for higher order weakly hyperbolic equations. We assume...
In this thesis we consider the Cauchy problem for general higher order constant coefficient strictly...
AbstractWe consider the hyperbolic–parabolic singular perturbation problem for a degenerate quasilin...
AbstractThe aim of this paper is to give an uniform approach to different kinds of degenerate hyperb...
We study the first vanishing time for solutions of the Cauchy-Dirichlet problem to the semilinear $2...
summary:We consider the initial-boundary value problem for a nonlinear higher-order nonlinear hyperb...
AbstractWe consider the second order Cauchy problemεuε″+uε′+m(|A1/2uε|2)Auε=0,uε(0)=u0,uε′(0)=u1, an...
AbstractWe consider degenerate Kirchhoff equations with a small parameter ε in front of the second-o...
We discuss a purely variational approach to the study of a wide class of second order nonhomogeneous...
We consider an abstract second order linear equation with a strong dissipation, namely a friction te...
In this presentation we attempt to stress two points of view on hyperbolic conservation laws: modeli...
We construct a damping term for general higher-order strictly hyperbolic homogeneous equations with ...
AbstractThe main goal of this paper is to derive long time estimates of the energy for the higher or...
In this paper, we describe a constructive method to find a dissipative term for any generic higher o...
Consider the initial-boundary value problem for the coupled degenerate strongly damped hyperbolic sy...
In this paper we consider the Cauchy problem for higher order weakly hyperbolic equations. We assume...
In this thesis we consider the Cauchy problem for general higher order constant coefficient strictly...
AbstractWe consider the hyperbolic–parabolic singular perturbation problem for a degenerate quasilin...
AbstractThe aim of this paper is to give an uniform approach to different kinds of degenerate hyperb...
We study the first vanishing time for solutions of the Cauchy-Dirichlet problem to the semilinear $2...
summary:We consider the initial-boundary value problem for a nonlinear higher-order nonlinear hyperb...
AbstractWe consider the second order Cauchy problemεuε″+uε′+m(|A1/2uε|2)Auε=0,uε(0)=u0,uε′(0)=u1, an...
AbstractWe consider degenerate Kirchhoff equations with a small parameter ε in front of the second-o...
We discuss a purely variational approach to the study of a wide class of second order nonhomogeneous...
We consider an abstract second order linear equation with a strong dissipation, namely a friction te...
In this presentation we attempt to stress two points of view on hyperbolic conservation laws: modeli...
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