… This is in accordance with the results of a paper by Dattoli and Ricci [3] about the
definition of the higher-order Laguerre-type exponentials, which are defined in such a way …

Laguerrian derivatives and related autofunctions are presented that allow building new
special functions determined by the action of a differential isomorphism within the space of …

After recalling the most important properties and applications of the Bell polynomials, we
introduce an extension of this special class of functions. More precisely, we consider the case of …

In the present sequel to a recent work by Srivastava et al. (Rocky Mt J Math 49 (in press),
2019 ), the authors propose to show that the real and imaginary parts of a general set of …

We extended the classical Bernoulli and Euler numbers and polynomials to introduce the
Laguerre-type Bernoulli and Euler numbers and related fractional polynomials. The case of …

We approximate the solution of a generalized form of the Bagley–Torvik equation using
Taylor’s expansions in fractional powers. Then, we study the fractional Laguerre-type logistic …

We develop some extensions of the classical Bell polynomials, previously obtained, by
introducing a further class of these polynomials called multidimensional Bell polynomials of …

… and Ricci, PE (2003). Laguerre-type exponentials and the relevant L-circular and L-hyperbolic …
and Ricci, PE (2003). Multi-index polynomials and applications to statistical problems …

The article is devoted to the construction and investigation of various types of difference
schemes relevant to nonlocal boundary value problems stated for multidimensional elliptic …

AN INTRODUCTION TO OPERATIONAL TECHNIQUES AND SPECIAL POLYNOMIALS PE
Ricci and I. Tavkhelidze UDC 517.58 … PE Ricci and I. Tavkhelidze …