Some results for the incomplete Lauricella matrix functions of many variables.

Autor: Verma, Ashish, Yadav, Komal Singh, Sharan, Bhagwat
Předmět:
Zdroj: Asian-European Journal of Mathematics; Sep2024, Vol. 17 Issue 9, p1-22, 22p
Abstrakt: In this paper, we apply the incomplete Pochhammer matrix symbols to introduce incomplete Lauricella matrix functions (ILMFs) of n variables. Additionally, the integral formula, recursion formula, differentiation formula, and matrix differential equation of ILMFs are all derivations of specific attributes. In addition, we demonstrate a connection between these matrix functions and other matrix functions, such as the incomplete gamma matrix function, the Laguerre, the Bessel, and the modified Bessel matrix functions. [ABSTRACT FROM AUTHOR]
Databáze: Complementary Index