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A new approach to counterexamples to \(L^1\) estimates: Korn's inequality, geometric rigidity, and regularity for gradients of separately convex functions - MaRDI portal

A new approach to counterexamples to \(L^1\) estimates: Korn's inequality, geometric rigidity, and regularity for gradients of separately convex functions (Q1770243)

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scientific article; zbMATH DE number 2155994
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English
A new approach to counterexamples to \(L^1\) estimates: Korn's inequality, geometric rigidity, and regularity for gradients of separately convex functions
scientific article; zbMATH DE number 2155994

    Statements

    A new approach to counterexamples to \(L^1\) estimates: Korn's inequality, geometric rigidity, and regularity for gradients of separately convex functions (English)
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    14 April 2005
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    Korn inequality
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    geometric nonlinear rigidity
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    separately convex function
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    regularity
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    rank-one convexity
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    bounded variation
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    lower semicontinuity
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