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Additivity of the space of densities of simple-layer potentials with a finite Dirichlet integral and integrability of normal derivatives of harmonic \(W_{2}^{1}\)-functions on Lipschitz surfaces - MaRDI portal

Additivity of the space of densities of simple-layer potentials with a finite Dirichlet integral and integrability of normal derivatives of harmonic \(W_{2}^{1}\)-functions on Lipschitz surfaces (Q2435855)

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Additivity of the space of densities of simple-layer potentials with a finite Dirichlet integral and integrability of normal derivatives of harmonic \(W_{2}^{1}\)-functions on Lipschitz surfaces
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    Additivity of the space of densities of simple-layer potentials with a finite Dirichlet integral and integrability of normal derivatives of harmonic \(W_{2}^{1}\)-functions on Lipschitz surfaces (English)
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    20 February 2014
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    simple-layer potential
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    Lipschitz surface
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    piecewise harmonic function
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    Dirichlet integral
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