In this study we give addition theorem, multiplication theorem and summation formula for Hermite matrix polynomials. We write Hermite matrix polynomials as hypergeometric matrix functions. We also obtain a new generating function for Hermite matrix polynomials and using this function, we prove some new results and relations
AbstractSeveral generating-function relations involving the polynomials {ie1}, and their natural gen...
summary:In this paper the definition of Hermite-Hermite matrix polynomials is introduced starting fr...
In this paper, by making use of the generating function methods and Padé approximation techniques, w...
summary:The classical Hermite-Hermite matrix polynomials for commutative matrices were first studied...
The object of this paper is to present a new generalization of the Hermite matrix polynomials by mea...
Conventional Hermite polynomials emerge in a great diversity of applications in mathematical physics...
summary:The classical Hermite-Hermite matrix polynomials for commutative matrices were first studied...
summary:The classical Hermite-Hermite matrix polynomials for commutative matrices were first studied...
Copyright © 2013 G. M. Habibullah and Abdul Shakoor. This is an open access article distributed unde...
AbstractIn this article, we derive some implicit summation formulae for Hermite and related polynomi...
AbstractThis paper deals with Hermite matrix polynomials expansions of some relevant matrix function...
AbstractIn this paper, an extension of the Hermite matrix polynomials is introduced. Some relevant m...
In the present some generating functions relations of Hermite polynomial also of two, three and in t...
summary:The Humbert matrix polynomials were first studied by Khammash and Shehata (2012). Our goal i...
Abstract. The main aim of this paper is to define a new polynomial, say, pseudo hyperbolic matrix fu...
AbstractSeveral generating-function relations involving the polynomials {ie1}, and their natural gen...
summary:In this paper the definition of Hermite-Hermite matrix polynomials is introduced starting fr...
In this paper, by making use of the generating function methods and Padé approximation techniques, w...
summary:The classical Hermite-Hermite matrix polynomials for commutative matrices were first studied...
The object of this paper is to present a new generalization of the Hermite matrix polynomials by mea...
Conventional Hermite polynomials emerge in a great diversity of applications in mathematical physics...
summary:The classical Hermite-Hermite matrix polynomials for commutative matrices were first studied...
summary:The classical Hermite-Hermite matrix polynomials for commutative matrices were first studied...
Copyright © 2013 G. M. Habibullah and Abdul Shakoor. This is an open access article distributed unde...
AbstractIn this article, we derive some implicit summation formulae for Hermite and related polynomi...
AbstractThis paper deals with Hermite matrix polynomials expansions of some relevant matrix function...
AbstractIn this paper, an extension of the Hermite matrix polynomials is introduced. Some relevant m...
In the present some generating functions relations of Hermite polynomial also of two, three and in t...
summary:The Humbert matrix polynomials were first studied by Khammash and Shehata (2012). Our goal i...
Abstract. The main aim of this paper is to define a new polynomial, say, pseudo hyperbolic matrix fu...
AbstractSeveral generating-function relations involving the polynomials {ie1}, and their natural gen...
summary:In this paper the definition of Hermite-Hermite matrix polynomials is introduced starting fr...
In this paper, by making use of the generating function methods and Padé approximation techniques, w...