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The Stokes System in an Infinite Cone Book

The Stokes System in an Infinite Cone
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The Stokes System in an Infinite Cone, Double-layer potentials may be used in order to construct strong solutions of the Stokes system on Lipschitz bounded domains, under Dirichlet boundary conditions. It is kwown that such an approach works in an L?-framework. This book deals with the questio, The Stokes System in an Infinite Cone
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  • The Stokes System in an Infinite Cone
  • Written by author Paul Deuring
  • Published by Wiley VCH, 1994/04/28
  • Double-layer potentials may be used in order to construct strong solutions of the Stokes system on Lipschitz bounded domains, under Dirichlet boundary conditions. It is kwown that such an approach works in an L?-framework. This book deals with the questio
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Book Categories

Authors

A Riesz Potential on the Surface of an Infinite Cone.

Some Elements of the Theory of Locally Compact Abelian Groups.

Applications to the Double-Layer Potential for the Stokes System.

The Double-Layer System for the Resolvent Problem: An Lp-theory.

L2-Theory of the Stokes System on Bounded Lipschitz Domains.


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The Stokes System in an Infinite Cone, Double-layer potentials may be used in order to construct strong solutions of the Stokes system on Lipschitz bounded domains, under Dirichlet boundary conditions. It is kwown that such an approach works in an L?-framework. This book deals with the questio, The Stokes System in an Infinite Cone

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The Stokes System in an Infinite Cone, Double-layer potentials may be used in order to construct strong solutions of the Stokes system on Lipschitz bounded domains, under Dirichlet boundary conditions. It is kwown that such an approach works in an L?-framework. This book deals with the questio, The Stokes System in an Infinite Cone

The Stokes System in an Infinite Cone

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The Stokes System in an Infinite Cone, Double-layer potentials may be used in order to construct strong solutions of the Stokes system on Lipschitz bounded domains, under Dirichlet boundary conditions. It is kwown that such an approach works in an L?-framework. This book deals with the questio, The Stokes System in an Infinite Cone

The Stokes System in an Infinite Cone

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