SINGULAR INTEGALS IN SEVERAL COMPLEX VARIABLES (IV)-THE DERIVATIVE OF CAUCHY INTEGRAL ON SPHERE
Citation：
Shi Jihuai,Gong Sheng.SINGULAR INTEGALS IN SEVERAL COMPLEX VARIABLES (IV)-THE DERIVATIVE OF CAUCHY INTEGRAL ON SPHERE[J].Chinese Annals of Mathematics B,1984,5(1):21~36
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Authors：
Shi Jihuai; Gong Sheng
Abstract：
The aim of this paper is to study the boundary properties of the derivative of Cauchy integral on the sphere. Using the concept of the Hadamard principal value of singular
integral of higher order introduced in [1], the author obtains the corresponding Plemelj formula expressed by Hadamard principal value.
