摘要
利用连续函数在可求长曲线上的积分构造了一个解析函数,得到其导数的一个递推公式,并将之应用于Cauchy型积分的高阶导数公式的证明.
An analytic function was constructed by integral of a continuous function on a measurable cureve.A recurive formula of the derivative was obtained and applied to the prove of higher order derivative formula of Cauchy integral.
出处
《高师理科学刊》
2015年第11期24-25,共2页
Journal of Science of Teachers＇College and University
关键词
解析函数
连续函数
高阶导数
CAUCHY积分
analytic function
continuous function
higher order derivatives
Cauchy integral
