Communications of the
Korean Mathematical Society CKMS

For $p\in\NN^*$ let $\Sigma_{p,0}$ denote the class of meromorphic functions of the form $g(z)={\frac{1}{z^p}}+a_0+a_1z+\cdots,\,z\in U$. In the present paper we introduce a new subclass of the class $\Sigma_{p,0}$, using the subordination and the operator $J_{p,\lambda}^n$. This class will be denoted by $B^n_{p,\lambda}(\alpha,h)$ and we study some inclusion properties of this subclass.

Keywords: meromorphic functions, multiplier transformations, sub\-ordina\-tion

MSC numbers: 30C45