On a Class of Non-local Operators in Conformal Geometry

On a Class of Non-local Operators in Conformal Geometry

In this expository article, the authors discuss the connection between the study of non-local operators on Euclidean space to the study of fractional GJMS operators in conformal geometry. The emphasis is on the study of a class of fourth order operators and their third order boundary operators. Thes...

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Veröffentlicht in:数学年刊：B辑英文版 2017 (1), p.215-234
1. Verfasser: Sun Yung Alice CHANG Ray A.YANG
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description In this expository article, the authors discuss the connection between the study of non-local operators on Euclidean space to the study of fractional GJMS operators in conformal geometry. The emphasis is on the study of a class of fourth order operators and their third order boundary operators. These third order operators are generalizations of the Dirichlet-to-Neumann operator.
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title On a Class of Non-local Operators in Conformal Geometry
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