在C^n空间有界域上具有全纯核的第Ⅰ型积分表示的拓广

AN EXTENSION OF INTEGRAL REPRESENTATION OF TYPE ⅠWITHHOLOMORPHIC KERNEL ON BOUNDED DOMAIN IN C

本文得到Ｃ~ｎ空间中有界域上全纯函数的一个积分在示，它是第Ⅰ型积分表示的拓广，其特点是在积分核中含有ｎ—１个固定点，且积分核关于变量Ｚ是全纯的。

We obtain an integral representation,which is an extension of integral representa-tion with holomorphic kernel on a bounded domain in C￣n. This integral rcprcsentation ine-ludes n-1 fixed points and has a holomorphic kernel.