General properties of concave functions defined by the generalized Srivastava-Attiya operator
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Date
2017-09
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Eudoxus
Abstract
In this paper we introduce a class (F mu.bC0)-C-m,k (alpha) of concave functions by using the generalized Srivastava-Attiya operator. Also, we get distortion bounds for this class.
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Keywords
Computer science, Mathematics, Hadamard product, Concave functions, Inear operator, Distortion theorem, Hurwitz-lerch zeta functions, Srivastava-attiya operator, Lerch-zeta-function, Analytic-functions, Hypergeometric function, Univalent-functions, Integral operator, Families
Citation
Bayram, H. ve Altınkaya, S. (2017). ''General properties of concave functions defined by the generalized Srivastava-Attiya operator''. Journal of Computational Analysis and Applications, 23(3), 408-416.