On Special Fuzzy Differential Superordination For Univalent Functions Defined by Integral Operator

Miller and Mocanu introduced the concept of differential superordination as the dual counterpart to differential subordination, as discussed in [3]. In [4], the notion of fuzzy subordination was introduced, while in [5], the authors extended this idea by defining fuzzy differential subordination. Furthermore, in [6], They derived conditions under which a function acts as a dominant in fuzzy differential subordination and determined the optimal dominant. This work focuses on investigating certain special cases of fuzzy differential superordination for univalent functions defined by an integral operator.