q-Calculus and Convolution Techniques in the Study Of q-Ruscheweyeh Derivatives With Janowski Functions

K. Marimuthu, Nasir Ali
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Abstract

In this paper, we use concept of q-calculus and technique of convolution to study the q-Ruscheweyeh derivative by the concept of Janowski function, then we define new Subclass of analytic functions. Coefficients Estimates, radii of starlikeness, close to convexity, extreme points and many interesting properties are investigate, obtained and studied.
研究带有扬诺夫斯基函数的 q-Ruscheweyeh 衍生物时的 q 微积分和卷积技术
在本文中,我们利用 q 微积分的概念和卷积技术,通过 Janowski 函数的概念研究了 q-Ruscheweyeh 导数,然后定义了新的解析函数子类。我们对系数估计、相似性半径、接近凸性、极值点和许多有趣的性质进行了调查、获得和研究。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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