In this article, we use the concept of symmetric q-calculus and convolution in order to define a q-differential operator for multivalent functions. This is an extension classical Ruscheweyh differential operator. By using technique subordination, derive several interesting applications newly defined

the purpose of this paper is to derive various useful subordination properties and characteristics for certain subclass of multivalent meromorphic functions, which are defined here by the multiplier transformation. also, we obtained inclusion relationship for this subclass.

This study examines the relationship between two kinds of semantic spaces — i.e., spaces based on term frequency (tf) and word cooccurrence frequency (co) — and four semantic relations — i.e., synonymy, coordination, superordination, and collocation — by comparing, for each semantic relation, the performance of two semantic spaces in predicting word association. The simulation experiment demons...

In this paper a general class of analytic functions involving a convolution structure is introduced. Among the results investigated are the various results depicting useful properties and characteristics of this function class by employing the techniques of differential subordination. Relevances of the main results with some known results are also mentioned briefly.

This paper is related to fuzzy differential subordinations for meromorphic functions. Fuzzy subordination results are obtained using a new operator which the combination Hadamard product and integral function.