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Uniqueness of integrable solutions to \(\nabla\zeta=G\zeta\), \(\zeta|_\Gamma=0\) for integrable tensor coefficients \(G\) and applications to elasticity - MaRDI portal

Uniqueness of integrable solutions to \(\nabla\zeta=G\zeta\), \(\zeta|_\Gamma=0\) for integrable tensor coefficients \(G\) and applications to elasticity (Q390327)

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Uniqueness of integrable solutions to \(\nabla\zeta=G\zeta\), \(\zeta|_\Gamma=0\) for integrable tensor coefficients \(G\) and applications to elasticity
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    Uniqueness of integrable solutions to \(\nabla\zeta=G\zeta\), \(\zeta|_\Gamma=0\) for integrable tensor coefficients \(G\) and applications to elasticity (English)
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    8 January 2014
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    Korn's inequality
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    generalized Korn's first inequality
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    first-order system of partial differential equations
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    uniqueness
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    infinitesimal rigid displacement lemma
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    Korn's inequality in curvilinear coordinates
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    unique continuation
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