cauchy integral theorem

基本解釋

A class of real integral was solved by using the Cauchy integral theorem.
討論具有某種特征映射的類似柯西積分定理的結(jié)論。
In this paper, a new proof of generalized Cauchy integral theorem is given using average function.
構(gòu)造了在函數(shù)連續(xù)情況下的一個(gè)平均函數(shù)，證明了該平均函數(shù)的若干性質(zhì)。
In this paper, we first give a direct proof about Cauchy's integral theorem. This method of proof is different from traditional proof of bisection method.
本文首先給出一個(gè)不同于傳統(tǒng)的二分法的柯西積分定理的直接證法；