论文标题
在几个变量的不完整的月桂基质函数上
On the incomplete Lauricella matrix functions of several variables
论文作者
论文摘要
在本文中，我们通过应用不完整的pochhammer矩阵符号介绍了$ n $变量的不完整的lauricella矩阵函数（ILMFS）。此外，存在某些特性的推导。矩阵微分方程，积分公式，递归公式和ILMF的分化公式。我们还建立了这些矩阵函数与其他特殊矩阵函数之间的联系；不完整的伽马矩阵函数，拉瓜，贝塞尔和修改的贝塞尔矩阵函数。
In this article, we introduce incomplete Lauricella matrix functions (ILMFs) of $n$ variables through application of the incomplete Pochhammer matrix symbols. Furthermore there is derivation of certain properties; matrix differential equation, integral formula, recursion formula and differentiation formula of the ILMFs. We also establish the connection between these matrix functions and other peculiar matrix functions; incomplete gamma matrix function, Laguerre, Bessel and modified Bessel matrix functions.
