International audienceWe establish an identity satisfied by smooth-enough vector fields defined on a surface S ⊂ R3 with values in R3 . As consequences of this identity, we establish several new Korn inequalities for vector fields that vanish on the entire boundary of this surface
International audienceThe fundamental theorem of surface theory classically asserts that, if a field...
International audienceWe prove functional inequalities on vector fields on the Euclidean space when ...
Abstract. Let! be a domain in R2 and let µ: ! ! R3 be a smooth immersion. The main purpose of this p...
International audienceKorn’s inequalities on a surface constitute the keystone for establishing the ...
International audienceLet Ω be a bounded and connected open subset of Rn with a Lipschitz-continuous...
We state and prove a Korn-like inequality for a vector field in a bounded open set of $\mathbb{R}^N$...
Korn\u27s inequalities for piecewise H vector fields are established. They can be applied to classic...
International audienceWe establish several estimates of the distance between two surfaces immersed i...
summary:The Korn's inequality involves a positive constant, which depends on the domains, in general...
International audienceThe main purpose of this Note is to show how a ‘nonlinear Korn’s inequality on...
For a bounded domain Ω in RN with Lipschitz boundary Γ = ∂Ω and a relatively open and non-empty ‘adm...
A nonlinear Korn inequality on a surface estimates a distance between a surface $\theta (\omega )$ a...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46189/1/205_2004_Article_BF00251798.pd
International audienceLet p > 2. We show how the fundamental theorem of surface theory for surfaces ...
In this paper, we show that the so-called Korn inequality holds for vector fields with a zero normal...
International audienceThe fundamental theorem of surface theory classically asserts that, if a field...
International audienceWe prove functional inequalities on vector fields on the Euclidean space when ...
Abstract. Let! be a domain in R2 and let µ: ! ! R3 be a smooth immersion. The main purpose of this p...
International audienceKorn’s inequalities on a surface constitute the keystone for establishing the ...
International audienceLet Ω be a bounded and connected open subset of Rn with a Lipschitz-continuous...
We state and prove a Korn-like inequality for a vector field in a bounded open set of $\mathbb{R}^N$...
Korn\u27s inequalities for piecewise H vector fields are established. They can be applied to classic...
International audienceWe establish several estimates of the distance between two surfaces immersed i...
summary:The Korn's inequality involves a positive constant, which depends on the domains, in general...
International audienceThe main purpose of this Note is to show how a ‘nonlinear Korn’s inequality on...
For a bounded domain Ω in RN with Lipschitz boundary Γ = ∂Ω and a relatively open and non-empty ‘adm...
A nonlinear Korn inequality on a surface estimates a distance between a surface $\theta (\omega )$ a...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46189/1/205_2004_Article_BF00251798.pd
International audienceLet p > 2. We show how the fundamental theorem of surface theory for surfaces ...
In this paper, we show that the so-called Korn inequality holds for vector fields with a zero normal...
International audienceThe fundamental theorem of surface theory classically asserts that, if a field...
International audienceWe prove functional inequalities on vector fields on the Euclidean space when ...
Abstract. Let! be a domain in R2 and let µ: ! ! R3 be a smooth immersion. The main purpose of this p...
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