论文标题
四个参数Wright功能的几何特性
Geometric properties of the four parameters Wright function
论文作者
论文摘要
在本文中，考虑了四个参数Wright功能。对于此功能，讨论了某些几何特性，例如Starlikeness，凸度，均匀的凸度和接近频率。此外，研究了第一类的归一化贝塞尔函数的某些几何特性和两个参数Wright函数。提供了有趣的推论和示例，以支持这些结果比现有结果更好，并改善了文献中可用的几种结果。
In this paper, four parameters Wright function is considered. Certain geometric properties such as starlikeness, convexity, uniform convexity and close-to-convexity are discussed for this function. Further, certain geometric properties of normalized Bessel function of the first kind and two parameters Wright function are studied as a consequence. Interesting corollaries and examples are provided to support that these results are better than the existing ones and improve several results available in the literature.
