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In this paper we consider a class of multivalent analytics functions based on the use of the Saigo operators of fractional calculus, known as Saigo hypergeometric fractional integrals and derivatives. We obtain some useful properties and characteristics using the techniques of differential subordinations. The main results are illustrated by several interesting corollaries and show their relevance with earlier results.

Subordination results on multivalent functions related to the Saigo fractional differintegral operator