基于分数次q-微分积分算子的多叶解析函数的新子类

A new subclass of multivalent analytic functions associated with fractional q-differintegral operater

使用分数次q-微分积分算子定义多叶解析函数的一个新子类,得到该函数类的充分必要条件,以及极值函数、积分变换、星形性半径和凸性半径等性质.

A new subclass of multivalent analytic function is defined by the fractional q-differintegral operator.The necessary and sufficient conditions of the function class are obtained,as well as the properties of extreme function,integral transformation,star radius and convexity radius.