[EN] In this paper we investigate spectral properties of the damped elastic wave equation. Deducing a correspondence between the eigenvalue problem of this model and the one of Lame operators with non self-adjoint perturbations, we provide quantitative bounds on the location of the point spectrum in terms of suitable norms of the damping coefficient.B. C. is member of GNAMPA (INDAM) and he was supported by Fondo Sociale Europeo Programma Operativo Nazionale Ricerca e Innovazione 2014-2020, progetto PON: progetto AIM1892920-attivita 2, linea 2.1. L. C. acknowledges financial support by the Deutsche Forschungsgemeinschaft (DFG) through CRC 1173
We prove new enclosures for the spectrum of non-selfadjoint operator matrices associated with second...
International audienceWe improve a previous result about the local energy decay for the damped wave ...
We prove new enclosures for the spectrum of non-selfadjoint operator matrices associated with second...
In this paper we investigate spectral properties of the damped elastic wave equation. Deducing a cor...
In this paper we investigate spectral properties of the damped elastic wave equation. Deducing a cor...
In this paper we investigate spectral properties of the damped elastic wave equation. Deducing a cor...
We prove a Weyl-type fractal upper bound for the spectrum of the damped wave equation, on a negative...
We prove a Weyl-type fractal upper bound for the spectrum of the damped wave equation, on a negative...
32 pagesWe establish the presence of a spectral gap near the real axis for the damped wave equation ...
We consider a model for a damped spring-mass system that is a strongly damped wave equation with dyn...
AbstractIn this work we estimate the spectrum of the linear damped wave semigroup under homogeneous ...
AbstractWe extend some previous results for the damped wave equation in bounded domains in Rd to the...
We prove local energy decay for the damped wave equation on R^d. The problem which we consider is gi...
AbstractIn this work we estimate the spectrum of the linear damped wave semigroup under homogeneous ...
AbstractIn this paper we first show that the total energy of solutions for a semilinear system of el...
We prove new enclosures for the spectrum of non-selfadjoint operator matrices associated with second...
International audienceWe improve a previous result about the local energy decay for the damped wave ...
We prove new enclosures for the spectrum of non-selfadjoint operator matrices associated with second...
In this paper we investigate spectral properties of the damped elastic wave equation. Deducing a cor...
In this paper we investigate spectral properties of the damped elastic wave equation. Deducing a cor...
In this paper we investigate spectral properties of the damped elastic wave equation. Deducing a cor...
We prove a Weyl-type fractal upper bound for the spectrum of the damped wave equation, on a negative...
We prove a Weyl-type fractal upper bound for the spectrum of the damped wave equation, on a negative...
32 pagesWe establish the presence of a spectral gap near the real axis for the damped wave equation ...
We consider a model for a damped spring-mass system that is a strongly damped wave equation with dyn...
AbstractIn this work we estimate the spectrum of the linear damped wave semigroup under homogeneous ...
AbstractWe extend some previous results for the damped wave equation in bounded domains in Rd to the...
We prove local energy decay for the damped wave equation on R^d. The problem which we consider is gi...
AbstractIn this work we estimate the spectrum of the linear damped wave semigroup under homogeneous ...
AbstractIn this paper we first show that the total energy of solutions for a semilinear system of el...
We prove new enclosures for the spectrum of non-selfadjoint operator matrices associated with second...
International audienceWe improve a previous result about the local energy decay for the damped wave ...
We prove new enclosures for the spectrum of non-selfadjoint operator matrices associated with second...