Abstract
In this article some applications of harmonic analysis are discussed in the field of Geometric Function Theory in the form of a new class of meromorphic multivalent functions. A differential operator for these function have been used to define classes of meromorphic multivalent functions in association with Janowski functions in symmetric points. Various geometric properties like sufficiency criteria, growth theorem, convex combination, weighted mean for these functions have been evaluated for this newly defined class.
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