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Title:          Gradient of the single layer potential and quantitative rectifiability for general Radon measures
Subject:        Journal of Functional Analysis, 282 (2022) 109376. 10.1016/j.jfa.2021.109376
Author:         Carmelo Puliatti
Creator:        Elsevier
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      Title: Gradient of the single layer potential and quantitative rectifiability for general Radon measures
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       Item: 
        Title: 1 Introduction
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       Item: 
        Title: 2 Preliminaries and notation
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       Item: 
        Title: 3 The existence of principal values
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         Item: 
          Title: 3.1 Principal values for rectifiable measures with compact support
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         Item: 
          Title: 3.2 Principal values for measures with zero density
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       Item: 
        Title: 4 The Main Lemma
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       Item: 
        Title: 5 The modification of the matrix
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         Item: 
          Title: 5.1 The change of variable
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         Item: 
          Title: 5.2 Reduction of the Main Lemma to the case A(0)=Id
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       Item: 
        Title: 6 A first localization lemma
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       Item: 
        Title: 7 The David and Mattila lattice associated with μ and its properties
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       Item: 
        Title: 8 The Key Lemma, the stopping time condition and a first modification of the measure
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       Item: 
        Title: 9 Periodization and smoothing of the measure
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        Title: 10 The localization of T̄η
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        Title: 11 A pointwise inequality and the conclusion of the proof
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          Title: 11.1 A maximum principle
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          Title: 11.2 The conclusion of the proof of the Key Lemma
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       Item: 
        Title: 12 The two-phase problem for the elliptic measure
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       Item: 
        Title: Declaration of competing interest
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       Item: 
        Title: Acknowledgments
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       Item: 
        Title: References
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   Type: MD5
  Checksum: bb95fdb3ad46427b9667a78de67de97adc108520
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