Об одном интегральном представлении типа потенциала

In this article, we consider some integral representation of the potential type (Cauchy– Fantappi`e) for a smooth function defined on the boundary of a bounded multidimensional domain. Derivatives of this integral representation are found and their boundary behavior is studied. An analogue of the Bochner–Martinelli formula for smooth functions is proved

Publication Details

Journal
SibFU Digital Repository (Siberian Federal University)
Published
2025-04-03
Primary Topic
Adaptive optics and wavefront sensing
Type
article
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article

Об одном интегральном представлении типа потенциала

SibFU Digital Repository (Siberian Federal University)
Adaptive optics and wavefront sensing
article

Об одном интегральном представлении типа потенциала

article en

Abstract

In this article, we consider some integral representation of the potential type (Cauchy– Fantappi`e) for a smooth function defined on the boundary of a bounded multidimensional domain. Derivatives of this integral representation are found and their boundary behavior is studied. An analogue of the Bochner–Martinelli formula for smooth functions is proved

SibFU Digital Repository (Siberian Federal University)
Reduced inequalities
Openalex Percentile: Top 47%
Adaptive optics and wavefront sensing
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Об одном интегральном представлении типа потенциала · SibFU Digital Repository (Siberian Federal University) (2025) | TGRS Research Map | TGRS