On the recursion formulas of Lauricella matrix functions
Ashish Verma, Ravi Dwivedi, Vivek Sahai
TL;DR
This paper derives recursion formulas for generalized Lauricella matrix functions, including specific formulas for three-variable cases, advancing the understanding of their structural properties.
Contribution
It introduces new recursion formulas for Lauricella matrix functions, including the three-variable case, which were not previously established.
Findings
Derived recursion formulas for generalized Lauricella matrix functions.
Established recursion formulas specifically for three-variable Lauricella matrix functions.
Enhanced the theoretical framework for matrix-valued special functions.
Abstract
In this paper, we find the recursion formulas for generalized Lauricella matrix function. We also give the recursion formulas for the three variable Lauricella matrix functions.
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Taxonomy
TopicsMatrix Theory and Algorithms