ABSTRACT

In current realization, our object is to use the convolution product in terms of the notion quantum calculus to deliver a propagated q-derivative factor taking a more generalized Sàlàgean formula. By joining both the new factor together with the Janowski formula, we designate a special category of analytic factors in domain of unit disk. Finally, we deliberate a set of significant inequalities involving these classes. As applications, we seek the q-differential translator to generalize a denomination of differential equations species Briot-Bouquet and formulate its upper analytic solution using the subordination idea. This application can be employed in information theory and thermo dynamical systems.

摘要

在当前实现中，我们的目标是根据概念量子演算使用卷积积，以采用更广义的Sàlàgean公式来传递传播的q导数。通过将新因子和Janowski公式结合在一起，我们在单位圆盘的域中指定了特殊类别的分析因子。最后，我们讨论了涉及这些类别的一系列重大不平等现象。作为应用，我们寻求q微分转换器来概括微分方程物种Briot-Bouquet的名称，并使用从属思想来制定其上层解析解。此应用程序可用于信息论和热力学系统。