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Theory of Sobolev Multipliers

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Cover of 'Theory of Sobolev Multipliers'

Table of Contents

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    Book Overview
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    Chapter 1 Trace Inequalities for Functions in Sobolev Spaces
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    Chapter 2 Multipliers in Pairs of Sobolev Spaces
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    Chapter 3 Multipliers in Pairs of Potential Spaces
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    Chapter 4 The Space M ( B m p → B l p ) with p > 1
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    Chapter 5 The Space M ( B m 1 → B l 1 )
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    Chapter 6 Maximal Algebras in Spaces of Multipliers
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    Chapter 7 Essential Norm and Compactness of Multipliers
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    Chapter 8 Traces and Extensions of Multipliers
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    Chapter 9 Sobolev Multipliers in a Domain, Multiplier Mappings and Manifolds
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    Chapter 10 Differential Operators in Pairs of Sobolev Spaces
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    Chapter 11 Schrödinger Operator and M ( w 1 2 → w −1 2 )
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    Chapter 12 Relativistic Schrödinger Operator and M ( W ½ 2 → W −½ 2 )
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    Chapter 13 Multipliers as Solutions to Elliptic Equations
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    Chapter 14 Regularity of the Boundary in L p -Theory of Elliptic Boundary Value Problems
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    Chapter 15 Multipliers in the Classical Layer Potential Theory for Lipschitz Domains
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    Chapter 16 Applications of Multipliers to the Theory of Integral Operators
Attention for Chapter 11: Schrödinger Operator and M ( w 1 2 → w −1 2 )
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