Moreover, some of the consequences of these theorems which are important for Analytic and Geometric Function Theory [9] are also included, and the results obtained by Irmak and Çetin [5] for multivalent functions with respect to the origin in Fthe unit disk U have been extended to meromorphically multivalent functions which are meromorphically multivalent starlikend meromorphically multivalent convex of order p — $alpha (p in Bbb{N}; 0 leq alpha < p)$ in the punctured unit disk D.
📌 3 Key Takeaways
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Objective & Hypothesis:In this paper, some theorems involving inequalities for meromorphically multivalent functions which are meromorphically multivalent starlike and meromorphically multivalent convex in the punctured unit disc D are given.
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Key Findings & Data:In this paper, some theorems involving inequalities for meromorphically multivalent functions which are meromorphically multivalent starlike and meromorphically multivalent convex in the punctured unit disc D are given.
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Conclusion & Impact:Moreover, some of the consequences of these theorems which are important for Analytic and Geometric Function Theory [9] are also included, and the results obtained by Irmak and Çetin [5] for multivalent functions with respect to the origin in Fthe unit disk U have been extended to meromorphically multivalent functions which are meromorphically multivalent starlikend meromorphically multivalent convex of order p — $alpha (p in Bbb{N}; 0 leq alpha < p)$ in the punctured unit disk D.
🔬Design:Research Article
📍Scope:Comprehensive Sample
⚙️Variables:Domain Parameters
Abstract
In this paper, some theorems involving inequalities for meromorphically multivalent functions which are meromorphically multivalent starlike and meromorphically multivalent convex in the punctured unit disc D are given. Moreover, some of the consequences of these theorems which are important for Analytic and Geometric Function Theory [9] are also included, and the results obtained by Irmak and Çetin [5] for multivalent functions with respect to the origin in Fthe unit disk U have been extended to meromorphically multivalent functions which are meromorphically multivalent starlikend meromorphically multivalent convex of order p — $alpha (p in Bbb{N}; 0 leq alpha < p)$ in the punctured unit disk D.
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Cite This Article
IRMAK, H., CHO, N. E., ÇETİN, Ö. F., RAINA, R. K. (2022). Certain inequalities involving meromorphically multivalent functions. Hacettepe Bulletin of Natural Sciences and Engineering Series B / Mathematics and Statistics, Cilt: 30 - Sayı:, 39–43. https://ajindex.com/articles/528295