AbstractWe propose a numerical method to verify the existence and uniqueness of solutions to elasto-plastic torsion problems. We numerically construct a set containing solutions which satisfies the hypothesis of Banach fixed-point theorem in a certain Sobolev space
This study is concerned with the elastoplastic torsion problem, in dimension ≥ 1, and in a polytopal...
The uniqueness and mathematical stability of the Dirichlet boundary value problem of linear elastost...
International audienceThis study is concerned with the elastoplastic torsion problem and its standar...
AbstractWe propose a numerical method to verify the existence and uniqueness of solutions to elasto-...
AbstractIn this paper, we consider a numerical technique which enables us to verify the existence of...
A qualitative model for the finite elastostatic Dirichlet problem is presented. The principal featur...
This study is concerned with the elastoplastic torsion problem and its standard finite element appro...
The paper is concerned with radial solutions to the elastic-plastic torsion problem, assuming the fr...
International audienceThis study is concerned with the elastoplastic torsion problem, in dimension n...
International audienceThis study is concerned with the elastoplastic torsion problem, in dimension n...
This study is concerned with the elastoplastic torsion problem, in dimension n ≥ 1, and in a polytop...
International audienceThis study is concerned with the elastoplastic torsion problem and its standar...
The paper is concerned with radial solutions to the elastic-plastic torsion problem, assuming the fr...
This study is concerned with the elastoplastic torsion problem, in dimension n ≥ 1, and in a polytop...
This study is concerned with the elastoplastic torsion problem and its standard finite element appro...
This study is concerned with the elastoplastic torsion problem, in dimension ≥ 1, and in a polytopal...
The uniqueness and mathematical stability of the Dirichlet boundary value problem of linear elastost...
International audienceThis study is concerned with the elastoplastic torsion problem and its standar...
AbstractWe propose a numerical method to verify the existence and uniqueness of solutions to elasto-...
AbstractIn this paper, we consider a numerical technique which enables us to verify the existence of...
A qualitative model for the finite elastostatic Dirichlet problem is presented. The principal featur...
This study is concerned with the elastoplastic torsion problem and its standard finite element appro...
The paper is concerned with radial solutions to the elastic-plastic torsion problem, assuming the fr...
International audienceThis study is concerned with the elastoplastic torsion problem, in dimension n...
International audienceThis study is concerned with the elastoplastic torsion problem, in dimension n...
This study is concerned with the elastoplastic torsion problem, in dimension n ≥ 1, and in a polytop...
International audienceThis study is concerned with the elastoplastic torsion problem and its standar...
The paper is concerned with radial solutions to the elastic-plastic torsion problem, assuming the fr...
This study is concerned with the elastoplastic torsion problem, in dimension n ≥ 1, and in a polytop...
This study is concerned with the elastoplastic torsion problem and its standard finite element appro...
This study is concerned with the elastoplastic torsion problem, in dimension ≥ 1, and in a polytopal...
The uniqueness and mathematical stability of the Dirichlet boundary value problem of linear elastost...
International audienceThis study is concerned with the elastoplastic torsion problem and its standar...