论文标题
KampéDeFériet功能的进一步新颖的减少
Further Novel reductions of Kampé de Fériet function
论文作者
论文摘要
在最近的一篇论文中，Rathie和Pogany建立了两个和三个变量广义超小几何函数的三十二个新颖和一般减少。在本文中，我们提供了二十四个新颖和一般还原公式。结果是通过将Beta和Gamma积分方法应用于涉及Kim和Rathie早期获得的广义超测量功能产物的三种身份的三种身份。作为特殊情况，我们提到了一些有趣的结果。
In a recent paper, Rathie and Pogany established thirty two novel and general reductions of two and three variables generalized hypergeometric functions. In this paper we provide twenty four further novel and general reduction formulas. The results are established by the application of Beta and Gamma integral methods to the three identities involving products of generalized hypergeometric functions obtained earlier by Kim and Rathie. As special cases, we mention some interesting results.
