2009Journal of Yunnan Normal UniversityRequires access

K-integral of the Functions of Complex Variable

Liu Cheng-ping

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Abstract

On the basis of the defination of K-integral,this essay deducts out the relation between K-analytic function and K-integral and the relation between K-analytic function and K-harmonic functions.The conclusion is the extension of the corresponding result from the analytic function and conjugate analytic function.

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What this paper is about

On the basis of the defination of K-integral,this essay deducts out the relation between K-analytic function and K-integral and the relation between K-analytic function and K-harmonic functions.The conclusion is the extension of the corresponding result from the analytic function and conjugate analytic function.

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Available abstract

On the basis of the defination of K-integral,this essay deducts out the relation between K-analytic function and K-integral and the relation between K-analytic function and K-harmonic functions.The conclusion is the extension of the corresponding result from the analytic function and conjugate analytic function.

Key concepts: Mathematics, Analytic function, Extension (predicate logic), Function (biology), Relation (database), Harmonic function, Conjugate, Variable (mathematics)

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