Certain Results on Fuzzy p-Valent Functions Involving the Linear Operator

The idea of fuzzy differential subordination is a generalisation the traditional that evolved in recent years as result incorporating set into field geometric function theory. In this investigation, we define some general classes p-valent analytic functions defined by and generalizes various classical results multivalent functions. Our main focus to discuss interesting inclusion other useful properties subclasses functions, which are here means certain generalized Srivastava-Attiya operator. Additionally, links between significant findings study preceding ones also pointed out.