Generalized Distribution Associated with Quasi-Subordination in Terms of Error Function and Bell Numbers

Authors

  • S. O. Olatunji
  • Ş. Altinkaya

Keywords:

Univalent function, analytic function, error function, bell-numbers,quasisubordination, distribution series, probability, q-starlike, q-convex.

Abstract

Generalized distribution is a statistical tools used in geometric function theory in recent time because of its application to real life problems. In this present work, the generalized distribution associated with quasi-subordination in terms of error function and bell numbers were studied. The first few coefficient bounds were obtained which are used to obtain the Fekete-Szeg¨o inequality.

Key words and phrases. Univalent function, analytic function, error function, bell-numbers,quasisubordination, distribution series, probability, q-starlike, q-convex.

2000 Mathematics Subject Classification. 30C45

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Published

2025-05-18

How to Cite

S. O. Olatunji, & Ş. Altinkaya. (2025). Generalized Distribution Associated with Quasi-Subordination in Terms of Error Function and Bell Numbers. Jordan Journal of Mathematics and Statistics, 14(1), 97–109. Retrieved from https://jjms.yu.edu.jo/index.php/jjms/article/view/820

Issue

Vol. 14 No. 1 (2021)

Section

Articles