AbstractSeveral generating-function relations involving the polynomials {ie1}, and their natural generalization {ie2}, are discussed. A hitherto seemingly unnoticed fact on the equivalence of certain known generating functions is also pointed out
AbstractThe main object of this paper is to present several (presumably new) families of linear, bil...
AbstractA certain family of generating functions for the classical Jacobi polynomials, given earlier...
It is well known that generating functions play an important role in theory of the classical orthogo...
AbstractSeveral generating-function relations involving the polynomials {ie1}, and their natural gen...
AbstractSeveral general classes of generating functions are established for a certain sequence of fu...
AbstractMotivated by several recently demonstrated applications of a theorem on generating functions...
AbstractWe discuss Hermite polynomials of the Gould–Hopper type, the associated harmonic oscillator-...
AbstractSeveral general classes of generating functions are established for a certain sequence of fu...
AbstractThe object of this paper is to present simpler proofs of the various generalizations of some...
AbstractAs an application of the transformation theory of basic (or q-) hypergeometric series, a num...
AbstractFor a certain class of generalized hypergeometric polynomials, the authors first derive a ge...
Talman [1] used a Group theoretic approach to obtain an interesting expression between Hermite and L...
AbstractL. Carlitz extended certain known generating functions for Laguerre and Jacobi polynomials t...
AbstractHermite polynomials of several variables are defined by a generalization of the Rodrigues fo...
AbstractA simple proof of a recent result of G. Berger and M. Tasche concerning the coefficients of ...
AbstractThe main object of this paper is to present several (presumably new) families of linear, bil...
AbstractA certain family of generating functions for the classical Jacobi polynomials, given earlier...
It is well known that generating functions play an important role in theory of the classical orthogo...
AbstractSeveral generating-function relations involving the polynomials {ie1}, and their natural gen...
AbstractSeveral general classes of generating functions are established for a certain sequence of fu...
AbstractMotivated by several recently demonstrated applications of a theorem on generating functions...
AbstractWe discuss Hermite polynomials of the Gould–Hopper type, the associated harmonic oscillator-...
AbstractSeveral general classes of generating functions are established for a certain sequence of fu...
AbstractThe object of this paper is to present simpler proofs of the various generalizations of some...
AbstractAs an application of the transformation theory of basic (or q-) hypergeometric series, a num...
AbstractFor a certain class of generalized hypergeometric polynomials, the authors first derive a ge...
Talman [1] used a Group theoretic approach to obtain an interesting expression between Hermite and L...
AbstractL. Carlitz extended certain known generating functions for Laguerre and Jacobi polynomials t...
AbstractHermite polynomials of several variables are defined by a generalization of the Rodrigues fo...
AbstractA simple proof of a recent result of G. Berger and M. Tasche concerning the coefficients of ...
AbstractThe main object of this paper is to present several (presumably new) families of linear, bil...
AbstractA certain family of generating functions for the classical Jacobi polynomials, given earlier...
It is well known that generating functions play an important role in theory of the classical orthogo...
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