Sufficient Conditions for Generalized Integral Operators Involving the Rabotnov Function
摘要
In this paper, our aim is to present sufficient conditions for the families of integral operators containing the normalized forms of the Rabotnov functions such that they can be univalent in the open unit disk. Moreover, we find the convexity order of the families of the investigated operators. In proof of results, we use some differential inequalities related to Rabotnov functions and well-known lemmas. Also, we give some simple results and graphical illustrations to support the results shown.