H^p(p≥1)空间中的全纯函数的n阶导数的Cauchy积分公式

Cauchy’s Integral Formulae for Derivatives of the n-th Order of Holomorphic Functions in H^p-space (p≥1)

得到了Hp(p≥1)空间中的全纯函数的n阶导数的Cauchy积分公式,其结论有助于Hp空间理论的完善。

In this paper, Cauchy＇s integral formulae for derivatives of the n-th order of holomorphic functions in H^p-space （P≥1） are obtained,and the results are helpful to perfect the theory of space.