The fractional integrals involving a number of special functions and polynomials have
significant importance and applications in diverse areas of science; for example, statistics …

Recently, the applications and importance of integral transforms (or operators) with special
functions and polynomials have received more attention in various fields like fractional …

Motivated by the recent studies and developments of the integral transforms with various
special matrix functions, including the matrix orthogonal polynomials as kernels, in this …

Lie algebra and Laguerre Matrix Polynomials of One Variable Page 1 General Letters in
Mathematics Vol. 4, No. 1, Feb 2018, pp.1-5 e-ISSN 2519-9277, p-ISSN 2519-9269 Available …

The aim of this present paper is to investigate an interesting generating matrix relations for
generalized Hermite-type matrix polynomials by the application of the Lie group-theoretic …

We obtain matrix elements and kernel of representation operators for one realization of SO
(2, 2)-representation in an appropriate space of functions defined on matrix cone. Indeed …

The main aim of this present paper is to investigate a new of interesting generating matrix
relation for Legendre matrix polynomials with the help of a Lie group-theoretic method …

The principal purpose of this paper is devoted to an investigation of some interesting
generating matrix functions for the second-kind Konhauser matrix polynomials (KMPs) using …

This article is an attempt to stress the usefulness of multi-variable special functions by
expressing them in terms of the corresponding Lie algebra or Lie group. The problem of …

Recently, the applications and importance of integral transforms (or operators) with special
functions and polynomials have received more attention in various fields like fractional …