用广义拟Hadamard卷积定义的广义积分算子的封闭性质 |
| |
引用本文: | 敖恩,李书海,斯琴其木格.用广义拟Hadamard卷积定义的广义积分算子的封闭性质[J].数学的实践与认识,2021(7):251-260. |
| |
作者姓名: | 敖恩 李书海 斯琴其木格 |
| |
作者单位: | 赤峰学院数学与计算机科学学院;赤峰学院师范学院 |
| |
基金项目: | 内蒙古自然科学基金(2020MS01010);内蒙古高校科学研究项目(NJZY19211)。 |
| |
摘 要: | 首先利用广义拟-Hadamard卷积引入一个广义积分算子;其次,应用两个经典不等式和系数不等式研究广义积分算子及其特殊殊算子在某些非标准化广义解析函数类上的封闭性质.
|
关 键 词: | 解析函数 拟-Hadamard卷积 积分算子 从属 封闭性质 |
Closure Properties of the Generalized Integral Operator Defined by Generalized Quasi-Hadamard Product |
| |
Institution: | (Collage of Mathematics and Computer Science,Chifeng University,Chifeng 024000,China;Normal collage,Chifeng University,Chifeng 024000,China) |
| |
Abstract: | In this paper,we introduce generalized integral operators by applying generalized quasi-Hadamard products.And,we apply two classical inequalities and coefficient inequalities to investigate closure properties of the generalized integral operator and its related special operators for some generalized classes of non-normalized analytic functions. |
| |
Keywords: | analytic function quasi-Hadamard product integral operator subordination closure property |
本文献已被 维普 等数据库收录! |