We consider a cylinder Ω ε having fixed length and small cross-section εω with ω⊂R2. Let 1/K ε be the Korn constant of Ω ε. We show that, as ε tends to zero, K ε/ε 2 converges to a positive constant. We provide a characterization of this constant in terms of certain parameters that depend on ω
In this paper we prove the Korn inequality, and its generalization to Lp, 1 p n, n ≥ 2, satisfying a...
AbstractElectromagnetic wave scattering by many parallel to z-axis, thin, perfectly conducting, circ...
In a three-dimensional solid with arbitrary periodic Lipschitz perforation the Korn inequality is pr...
We consider a cylinder Ω ε having fixed length and small cross-section εω with ω⊂R2. Let 1/K ε be th...
Understanding asymptotics of gradient components in relation to the symmetrized gradient is importan...
summary:The Korn's inequality involves a positive constant, which depends on the domains, in general...
Asymptotically optimal Korn inequalities are derived for a composite material that consists of two f...
Asymptotically optimal Korn inequalities are derived for a composite material that consists of two f...
We state and prove a Korn-like inequality for a vector field in a bounded open set of $\mathbb{R}^N$...
A version of the Korn's inequality valid for a weakly convergent sequence of deformations is given
Appropriate weighted norms in H 1 are presented such that the Korn type inequality is asymptotically...
The purpose of this thesis is to study complex analysis, the Bergman space and Korenblum's conjectur...
A thin anisotropic elastic plate clamped along its lateral side and also supported at a small area $...
We construct the asymptotics of the sharp constant in the Friedrich-type inequality for functions, w...
Abstract Asymptotically optimal Korn inequalities are derived for a composite material that consists...
In this paper we prove the Korn inequality, and its generalization to Lp, 1 p n, n ≥ 2, satisfying a...
AbstractElectromagnetic wave scattering by many parallel to z-axis, thin, perfectly conducting, circ...
In a three-dimensional solid with arbitrary periodic Lipschitz perforation the Korn inequality is pr...
We consider a cylinder Ω ε having fixed length and small cross-section εω with ω⊂R2. Let 1/K ε be th...
Understanding asymptotics of gradient components in relation to the symmetrized gradient is importan...
summary:The Korn's inequality involves a positive constant, which depends on the domains, in general...
Asymptotically optimal Korn inequalities are derived for a composite material that consists of two f...
Asymptotically optimal Korn inequalities are derived for a composite material that consists of two f...
We state and prove a Korn-like inequality for a vector field in a bounded open set of $\mathbb{R}^N$...
A version of the Korn's inequality valid for a weakly convergent sequence of deformations is given
Appropriate weighted norms in H 1 are presented such that the Korn type inequality is asymptotically...
The purpose of this thesis is to study complex analysis, the Bergman space and Korenblum's conjectur...
A thin anisotropic elastic plate clamped along its lateral side and also supported at a small area $...
We construct the asymptotics of the sharp constant in the Friedrich-type inequality for functions, w...
Abstract Asymptotically optimal Korn inequalities are derived for a composite material that consists...
In this paper we prove the Korn inequality, and its generalization to Lp, 1 p n, n ≥ 2, satisfying a...
AbstractElectromagnetic wave scattering by many parallel to z-axis, thin, perfectly conducting, circ...
In a three-dimensional solid with arbitrary periodic Lipschitz perforation the Korn inequality is pr...
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