Add to ORKGThis note is focused on a novel technique to establish the bound- edness in more regular spaces for global attractors of dissipative dynamical systems, without appealing to uniform-in-time estimates. As an application, we consider the semigroup generated by the strongly damped wave equation with critical nonlinearity, whose attractor is shown to possess the optimal regularity
This paper is concerned with the semilinear strongly damped wave equation $\ptt u-\Delta \pt u-\Delt...
AbstractWe consider attractors Aη, η∈[0,1], corresponding to a singularly perturbed damped wave equa...
In this short note we present a direct method to establish the optimal regularity of the attractor f...
This note is focused on a novel technique to establish the bound- edness in more regular spaces for...
This note is focused on a novel technique to establish the bound- edness in more regular spaces for...
This note is focused on a novel technique to establish the bound- edness in more regular spaces for...
This note is focused on a novel technique to establish the bound- edness in more regular spaces for...
We consider attractors A(eta), eta epsilon [0, 1], corresponding to a singularly perturbed damped wa...
We consider attractors A(eta), eta epsilon [0, 1], corresponding to a singularly perturbed damped wa...
We consider attractors A(eta), eta epsilon [0, 1], corresponding to a singularly perturbed damped wa...
This paper is concerned with the semilinear strongly damped wave equation u_{tt} -Delta u_{t} -Delta...
This paper is concerned with the semilinear strongly damped wave equation u_{tt} -Delta u_{t} -Delta...
This paper is concerned with the semilinear strongly damped wave equation u_{tt} -Delta u_{t} -Delta...
This paper is concerned with the semilinear strongly damped wave equation u_{tt} -Delta u_{t} -Delta...
This paper is concerned with the semilinear strongly damped wave equation u_{tt} -Delta u_{t} -Delta...
This paper is concerned with the semilinear strongly damped wave equation $\ptt u-\Delta \pt u-\Delt...
AbstractWe consider attractors Aη, η∈[0,1], corresponding to a singularly perturbed damped wave equa...
In this short note we present a direct method to establish the optimal regularity of the attractor f...
This note is focused on a novel technique to establish the bound- edness in more regular spaces for...
This note is focused on a novel technique to establish the bound- edness in more regular spaces for...
This note is focused on a novel technique to establish the bound- edness in more regular spaces for...
This note is focused on a novel technique to establish the bound- edness in more regular spaces for...
We consider attractors A(eta), eta epsilon [0, 1], corresponding to a singularly perturbed damped wa...
We consider attractors A(eta), eta epsilon [0, 1], corresponding to a singularly perturbed damped wa...
We consider attractors A(eta), eta epsilon [0, 1], corresponding to a singularly perturbed damped wa...
This paper is concerned with the semilinear strongly damped wave equation u_{tt} -Delta u_{t} -Delta...
This paper is concerned with the semilinear strongly damped wave equation u_{tt} -Delta u_{t} -Delta...
This paper is concerned with the semilinear strongly damped wave equation u_{tt} -Delta u_{t} -Delta...
This paper is concerned with the semilinear strongly damped wave equation u_{tt} -Delta u_{t} -Delta...
This paper is concerned with the semilinear strongly damped wave equation u_{tt} -Delta u_{t} -Delta...
This paper is concerned with the semilinear strongly damped wave equation $\ptt u-\Delta \pt u-\Delt...
AbstractWe consider attractors Aη, η∈[0,1], corresponding to a singularly perturbed damped wave equa...
In this short note we present a direct method to establish the optimal regularity of the attractor f...