2011•Journal of Pingdingshan UniversityRequires access

The Integral Representations and Some Properties of N-analytic Functions

Hu Lin

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Abstract

With Stoke's formula,we obtain the high order Cauchy-Green integral representation from the Cauchy-Green(Cauchy-Pompeiu) formula,then we get the Cauchy formula of N-analytic functions and the second representation of N-analytic functions.At last some properties of AN(D) are discussed.

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With Stoke's formula,we obtain the high order Cauchy-Green integral representation from the Cauchy-Green(Cauchy-Pompeiu) formula,then we get the Cauchy formula of N-analytic functions and the second representation of N-analytic functions.At last some properties of AN(D) are discussed.

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Available abstract

With Stoke's formula,we obtain the high order Cauchy-Green integral representation from the Cauchy-Green(Cauchy-Pompeiu) formula,then we get the Cauchy formula of N-analytic functions and the second representation of N-analytic functions.At last some properties of AN(D) are discussed.

Key concepts: Mathematics, Cauchy's integral formula, Cauchy distribution, Analytic function, Representation (politics), Pure mathematics, Order (exchange), Cauchy's integral theorem

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