In this paper, using $q-$derivative operator, we define the class ${\mathrm{\Sigma }}_{q,v}^{\ast }(n,\alpha ,\text{β},\lambda )$ of meromorphic univalent functions and obtain coefficient estimates, distortion, closure theorems, modified Hadamard products, some radii for functions in this class and family of integral operators. Further, we determine partial sums results.

中文翻译：

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具有与广义q-Sălăgean算子相关的正系数的亚纯一价函数类

在本文中， $q-$导数运算符，我们定义类 ${\mathrm{\Sigma }}_{q，v}^{\ast }（ñ，\alpha ，\text{β}，\lambda ）$亚纯单价函数的求和，并获得系数估计，失真，闭合定理，修正的Hadamard乘积，此类函数的某些半径和积分算子族。此外，我们确定部分和结果。