圆型堆垒域上具有有限离散核的积分表示及其应用

Integral Representations with Finite Discrete Kernels on Circular Building Domains and Their Applications

在Ｃｎ空间中由任意Ｎ个圆型域构成的堆垒域Ｄ上，建立了具有有限离散局部全纯核的整体积分公式。

For the building domain D consisting of the union of any N circular domains in C n space, the global integral formulas with finite discrete local holomorphic kernels have been established, and the global solution of  equation u=g and its uniform estimate have been obtained.