AbstractWe exploit an operational method, recently introduced by the authors, to derive families of generating functions of ordinary and generalized Bessel functions
The importance of Bessel\u27s Function in Mathematical Physics is indicated by their application to ...
We derive a new class of sum rules for products of the Bessel functions of first kind. Using standar...
AbstractThe main object of this paper is to show how readily some general results on bilinear, bilat...
Abstract. The authors apply a certain novel technique based on the com-bined use of operational meth...
We show that the use of operational methods and of multi-index Bessel functions allow the derivation...
Using symbolic manipulation programs, William Gosper has obtained in the last two years new, but unu...
Using symbolic manipulation programs, William Gosper has obtained in the last two years new, but unu...
Using symbolic manipulation programs, William Gosper has obtained in the last two years new, but unu...
AbstractUsing Fourier and Hankel transform techniques and a complex contour integration method that ...
Using symbolic manipulation programs, William Gosper has obtained in the last two years new, but unu...
AbstractUsing Fourier and Hankel transform techniques and a complex contour integration method that ...
AbstractThe main object of this paper is to show how readily some general results on bilinear, bilat...
Symbolic methods of umbral nature are exploited to derive series expansion for the products of Besse...
AbstractKnown series of Bessel functions, currently available in handbooks, and many of Neumann type...
AbstractMotivated by several recently demonstrated applications of a theorem on generating functions...
The importance of Bessel\u27s Function in Mathematical Physics is indicated by their application to ...
We derive a new class of sum rules for products of the Bessel functions of first kind. Using standar...
AbstractThe main object of this paper is to show how readily some general results on bilinear, bilat...
Abstract. The authors apply a certain novel technique based on the com-bined use of operational meth...
We show that the use of operational methods and of multi-index Bessel functions allow the derivation...
Using symbolic manipulation programs, William Gosper has obtained in the last two years new, but unu...
Using symbolic manipulation programs, William Gosper has obtained in the last two years new, but unu...
Using symbolic manipulation programs, William Gosper has obtained in the last two years new, but unu...
AbstractUsing Fourier and Hankel transform techniques and a complex contour integration method that ...
Using symbolic manipulation programs, William Gosper has obtained in the last two years new, but unu...
AbstractUsing Fourier and Hankel transform techniques and a complex contour integration method that ...
AbstractThe main object of this paper is to show how readily some general results on bilinear, bilat...
Symbolic methods of umbral nature are exploited to derive series expansion for the products of Besse...
AbstractKnown series of Bessel functions, currently available in handbooks, and many of Neumann type...
AbstractMotivated by several recently demonstrated applications of a theorem on generating functions...
The importance of Bessel\u27s Function in Mathematical Physics is indicated by their application to ...
We derive a new class of sum rules for products of the Bessel functions of first kind. Using standar...
AbstractThe main object of this paper is to show how readily some general results on bilinear, bilat...