Ruscheweyh – Type Harmonic Functions Associated with Probabilities of the Generalized Distribution and Sigmoid Function Defined by q- differential Operators
Keywords:
Analytic function, Univalent function, Polylogarithm, Probability, Distribution series, SubordinationAbstract
A class of Ruscheweyh – type harmonic functions associated with both sigmoid function and probabilities of the generalized distribution series is defined using differential operators. We then establish properties of the class such as coefficient estimate, distortion theorem, extreme point, and convex combination condition. Several applications of our results are obtained as corollaries by varying various parameters involved.
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Published
2024-04-01
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How to Cite
Ruscheweyh – Type Harmonic Functions Associated with Probabilities of the Generalized Distribution and Sigmoid Function Defined by q- differential Operators. (2024). Momona Ethiopian Journal of Science (MEJS) , 13(2), 197-212. https://journal.mu.edu.et/index.php/mejs/article/view/308