activity
20172022
most citedMotzkin Numbers: an Operational Point of View

2 citations · 3 across the 5 of their papers we have counts for

collaborators

14 papers

math.CA20221 cited

Monomiality and a New Family of Hermite Polynomials

Giuseppe Dattoli, Silvia Licciardi

In this article we go deeply into the formulation and meaning of the monomiality principle and employ it to study the properties of a set of polynomials, which, asymptotically, red…

q-bio.PE2020

On the Evolution of Covid-19 in Italy: a Follow up Note

Giuseppe Dattoli, Emanuele Di Palma, Silvia Licciardi +1

In a previous note we made an analysis of the spreading of the COVID disease in Italy. We used a model based on the logistic and Hubbert functions, the analysis we exploited has sh…

physics.acc-ph2020

Space Charge and Quantum Corrections in Free Electron Laser Evolution

Giuseppe Dattoli, Hesham Fares, Silvia Licciardi

Effects producing gain dilution in Free Electron Laser devices are well documented. We develop here a unified point of view allowing the introduction of space charge effects, along…

q-bio.PE2020

A Note on the Evolution of Covid-19 in Italy

Giuseppe Dattoli, Emanuele Di Palma, Silvia Licciardi +1

We employ methods largely exploited in Physics, in the analysis of the evolution of dynamical systems, to study the pattern of the Covid-19 infection in Italy. The techniques we em…

math.CA2020

Umbral-Algebraic Methods and Asymptotic Properties of Special Polynomials

G. Dattoli, S. Licciardi, R. M. Pidatella +1

A new method of algebraic nature is proposed for the study of the asymptotic properties of special polynomials. The technique we foresee is based on the use of umbral operators, al…

math.CA2020

Generating Functions for Lacunary Legendre and Legendre-like Polynomials

S. Licciardi, G. Dattoli, R. M. Pidatell

The use of operational methods of different nature is shown to be a fairly powerful tool to study different problems regarding the theory of Legendre and Legendre-like polynomials.…