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Title:          Scale invariant regularity estimates for second order elliptic equations with lower order coefficients in optimal spaces
Subject:        Journal de Mathématiques Pures et Appliquées, 156 (2021) 179–214. 10.1016/j.matpur.2021.10.009
Author:         Georgios Sakellaris
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      Title: Scale invariant regularity estimates for second order elliptic equations with lower order coefficients in optimal spaces
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        Title: 1 Introduction
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        Title: Acknowledgments
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       Item: 
        Title: 2 Preliminaries
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          Title: 2.1 Definitions
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          Title: 2.2 Main lemmas
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        Title: 3 Global estimates
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          Title: 3.1 The main estimate
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          Title: 3.2 The maximum principle
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        Title: 4 Local boundedness
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          Title: 4.1 The first step: all coefficients are small
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          Title: 4.2 The second step: b or c have large norms
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          Title: 4.3 Estimates on the boundary
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        Title: 5 The reverse Moser estimate and the Harnack inequality
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          Title: 5.1 The lower bound
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          Title: 5.2 Estimates on the boundary
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          Title: 5.3 The Harnack inequality, and local continuity
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        Title: 6 Optimality of the assumptions
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        Title: References
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   Type: CRC32
  Checksum: f6910a7f0d7c6cefdf9c5b25704186c2
   Type: MD5
  Checksum: b3016532f5d75f268ff56e237f174c9628597b80
   Type: SHA-1