Add to ORKGThe existence and uniqueness of solution to a one-dimensional hyperbolic problem arising in viscoelasticity is here considered. Specifically, the case of a singular kernel is analyzed. This choice is suggested by applications according to the literature to model a wider variety of materials
The paper deals with the reconstruction of the convolution kernel, together with the solution, in a ...
Abstract:- In this paper we consider a nonlinear hyperbolic equation with a memory term which can be...
The stability problem of viscoelastic solids is usually approached by means of linear integro-differ...
We prove the existence and uniqueness of solution to a one-dimensional hyperbolic-parabolic system a...
Problems in materials with memory are considered. In particular, the attention is focussed on the ke...
The existence and uniqueness of solution to a one-dimensional hyperbolic integro-differential proble...
The existence and uniqueness of solution to an integro-differential problem arising in Heat Conducti...
AbstractWe prove local and global existence theorems for a model equation in nonlinear viscoelastici...
Recent results, in [1-4], on viscoelasticy problems are considered in par- ticular referring to inte...
The existence of solutions to a one-dimensional problem arising in magneto- viscoelasticity is here ...
AbstractThe initial-history value problem for the one-dimensional equation of viscoelasticity with f...
AbstractExistence and uniqueness theorems for solutions of inverse problems for determining weakly r...
This paper in concerned with the linear theory of materials with memory that possess a double porosi...
The term material with memory was introduced to characterize those materials which exhibit the cruci...
In our work we adressed a one-dimensional initial and boundary values problem derived from a dissipa...
The paper deals with the reconstruction of the convolution kernel, together with the solution, in a ...
Abstract:- In this paper we consider a nonlinear hyperbolic equation with a memory term which can be...
The stability problem of viscoelastic solids is usually approached by means of linear integro-differ...
We prove the existence and uniqueness of solution to a one-dimensional hyperbolic-parabolic system a...
Problems in materials with memory are considered. In particular, the attention is focussed on the ke...
The existence and uniqueness of solution to a one-dimensional hyperbolic integro-differential proble...
The existence and uniqueness of solution to an integro-differential problem arising in Heat Conducti...
AbstractWe prove local and global existence theorems for a model equation in nonlinear viscoelastici...
Recent results, in [1-4], on viscoelasticy problems are considered in par- ticular referring to inte...
The existence of solutions to a one-dimensional problem arising in magneto- viscoelasticity is here ...
AbstractThe initial-history value problem for the one-dimensional equation of viscoelasticity with f...
AbstractExistence and uniqueness theorems for solutions of inverse problems for determining weakly r...
This paper in concerned with the linear theory of materials with memory that possess a double porosi...
The term material with memory was introduced to characterize those materials which exhibit the cruci...
In our work we adressed a one-dimensional initial and boundary values problem derived from a dissipa...
The paper deals with the reconstruction of the convolution kernel, together with the solution, in a ...
Abstract:- In this paper we consider a nonlinear hyperbolic equation with a memory term which can be...
The stability problem of viscoelastic solids is usually approached by means of linear integro-differ...