AbstractIn this note we show that generalized Hermite polynomials of the Gould-Hopper type are linked to the multivariables generalized Bessel functions. We show that such a formalism encompasses both first and second kind Gould-Hopper polynomials and that their recurrence properties are straightforwardly derived from those of generalized Bessel function
AbstractThe main object of this paper is to present several (presumably new) families of linear, bil...
The purpose of the thesis is to develop a range of properties of Bessel polynomials similar to those...
AbstractThe object of this paper is to present a systematic introduction to and several interesting ...
We discuss the theory of multivariable multiindex Bessel functions (B.F.) and Hermite polynomials (H...
The main object of this investigation is to define a multivariable matrix generalization of Gould-Ho...
We introduce new families of Hermite polynomials and of Bessel functions from a point of view involv...
Abstract Bessel functions have been generalized in a number of ways and many of these generalizati...
We obtain some new properties of generalized Bessel polynomials. We mainly investigate bilinear and ...
By starting from the standard definitions of the incomplete two-variable Hermite polynomials, we pro...
AbstractWe discuss Hermite polynomials of the Gould–Hopper type, the associated harmonic oscillator-...
AbstractThe main object of the present paper is to prove a general theorem on bilinear, bilateral, o...
AbstractBessel functions have been generalized in a number of ways and many of these generalizations...
The object of this paper is to present a new generalization of the Hermite matrix polynomials by mea...
AbstractThe purpose of this paper is to introduce and discuss a more general class of multiple Hermi...
AbstractBessel functions have been generalized in a number of ways and many of these generalizations...
AbstractThe main object of this paper is to present several (presumably new) families of linear, bil...
The purpose of the thesis is to develop a range of properties of Bessel polynomials similar to those...
AbstractThe object of this paper is to present a systematic introduction to and several interesting ...
We discuss the theory of multivariable multiindex Bessel functions (B.F.) and Hermite polynomials (H...
The main object of this investigation is to define a multivariable matrix generalization of Gould-Ho...
We introduce new families of Hermite polynomials and of Bessel functions from a point of view involv...
Abstract Bessel functions have been generalized in a number of ways and many of these generalizati...
We obtain some new properties of generalized Bessel polynomials. We mainly investigate bilinear and ...
By starting from the standard definitions of the incomplete two-variable Hermite polynomials, we pro...
AbstractWe discuss Hermite polynomials of the Gould–Hopper type, the associated harmonic oscillator-...
AbstractThe main object of the present paper is to prove a general theorem on bilinear, bilateral, o...
AbstractBessel functions have been generalized in a number of ways and many of these generalizations...
The object of this paper is to present a new generalization of the Hermite matrix polynomials by mea...
AbstractThe purpose of this paper is to introduce and discuss a more general class of multiple Hermi...
AbstractBessel functions have been generalized in a number of ways and many of these generalizations...
AbstractThe main object of this paper is to present several (presumably new) families of linear, bil...
The purpose of the thesis is to develop a range of properties of Bessel polynomials similar to those...
AbstractThe object of this paper is to present a systematic introduction to and several interesting ...
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