摘要
借助模函数,研究了泰勒级数的增长性,得到了复平面上及单位圆内有限级泰勒级数增长性的 两个充要条件.
In this paper, the growth for Taylor series is studied with modulus function. One necessary and sufficient condition of the growth for finite order Taylor series in the complex plane is proved, and then another corresponding result in the unit circle is also proved.
出处
《曲靖师范学院学报》
2004年第6期51-53,共3页
Journal of Qujing Normal University
关键词
泰勒级数
模函数
增长级
Taylor series
modulus function
growth order
