An Integrodifferential Operator for Meromorphic Functions Associated with the Hurwitz-Lerch Zeta Function

Adel A. Attiya, Oh Sang Kwon, Park Ji Hyang, Nak Eun Cho


In this paper, we introduce a new integrodifferential operator associated with the Hurwitz Lerch Zeta function in the puncture open disk of the meromorphic functions. We also obtain some properties of the third-order differential subordination and superordination for this integrodifferential operator, by using certain classes of admissible functions.

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