TY - JOUR T1 - On The Coefficients of Quasi-Subordine Functions AU - Bahtiyar, Aslan AU - Altıntaş, Osman PY - 2025 DA - October Y2 - 2025 JF - Konuralp Journal of Mathematics JO - Konuralp J. Math. PB - Mehmet Zeki SARIKAYA WT - DergiPark SN - 2147-625X SP - 154 EP - 159 VL - 13 IS - 2 LA - en AB - In this work we define two subclasses $H(\alpha, \beta)$ and $k\left(p, \alpha, \dfrac{1}{2}\right)$. If $g(z)$ is in the classes then we obtain coefficient bounds for the functions $f(z)$ which is majorized by $g(z)$ and quasisubordinate to $g(z)$. KW - subordination KW - majorization KW - quasi-subordination KW - univalent functions KW - starlike functions CR - [1] Altıntas O., On the coefficients of functions majorized by univalent functions, Hacettepe Bulletin of Natural sciences and Engineering, Vol:10, (1981), 23-30. CR - [2] Altıntas O. On the coefficients of certain analytic function, Hacettepe Bulletin of Natural sciences and Engineering, Vol:11, (1982), 147-1560. CR - [3] Altıntas O. and Shigeyoshi O., Majorizations and quasi subordinations for certain analiftce functions, Procceding of the Japon Academi , Vol:68, No.7, (1992), 181105. CR - [4] Goodman A. W. Uniwalent Functions, Vol . I. Vol. II. Mariner Pulishing, Tampa, Florida, (1983). CR - [5] Kakeya, S., On the limits of the roots of algebraic equation with positive ceefficients, Tohoku Math. Journal, Vol:2 (1912), 140-142. CR - [6] MacGregor T. H., Majorization by univalent functions. Duke. Math. Journal, Vol:34, (1967), 95-102. CR - [7] Owa S. and Shen C. Y., Certain subclass analytic functions, Math. Japonica, Vol:334, No.3, (1989), No.3, 409-412. UR - https://dergipark.org.tr/en/pub/konuralpjournalmath/issue//1628061 L1 - https://dergipark.org.tr/en/download/article-file/4557027 ER -