Abstract
The main object of the present paper is to derive some results for multivalent analytic functions defined by a linear operator. Making use of a certain operator, which is defined here by means of Hadamard product, we introduce a subclasses \(S_{A,B}^{p,\gamma}(\alpha,\lambda,\mu,\nu,a,c)\) of the class \(A(p)\) of normalized p-valent analytic functions on the open unit disk. Also we have extended some of the previous results and have given necessary and sufficient condition for this class.
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