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Dr. Silvia Licciardi
Department od Engineering, University of Palermo, Palermo, Sicilia, Italy
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Academic Career Length
12Years (2015-Present)
(Calculated once Scilit publication data is synced: current year − year of first publication + 1)
Representative Publications
View All Publications1 November 2018 in Nuclear Instruments and Methods in Physics Research Section A: Accelerators, Spectrometers, Detectors and Associated Equipment
Journal Article
MFM. Ferrario
M. Ferrario
DAD. Alesini
D. Alesini
MAM.P. Anania
M.P. Anania
MAM. Artioli
M. Artioli
ABA. Bacci
A. Bacci
MZM. Zobov
M. Zobov
+114
8 January 2019
Book
DBDanilo Babusci
Danilo Babusci
GDGiuseppe Dattoli
Giuseppe Dattoli
SLSilvia Licciardi
Silvia LicciardiESElio Sabia
Elio Sabia
1 December 2017 in The European Physical Journal Special Topics
Journal Article
GDG. Dattoli
G. Dattoli
KGK. Gorska
K. GorskaAHAndrzej Horzela
Andrzej HorzelaSLSilvia Licciardi
Silvia LicciardiRPR. M. Pidatella
R. M. Pidatella
5 January 2020 in Integral Transforms and Special Functions
Journal Article
GDG. Dattoli
G. Dattoli
SLSilvia Licciardi
Silvia LicciardiDifferintegral methods, namely those techniques using differential and integral operators on the same footing, currently exploited in calculus, provide a fairly unexhausted source of tools to be applied to a wide class of problems involving the theory of special functions and not only. The use of integral transforms of Borel type and the associated formalism will be shown to be an effective means, allowing a link between umbral and operational methods. We merge these two points of view to get a new and efficient method to obtain integrals of special functions and the summation of the associated generating functions as well.
Journal Article
Giuseppe Dattoli
Emanuele Di PalmaSLSilvia Licciardi
Silvia LicciardiESelio sabia
elio sabiaA common environment in which to place Bessel and circular functions is envisaged. We show, by the use of operational methods, that the Gaussian provides the umbral image of these functions. We emphasize the role of the spherical Bessel functions and a family of associated auxiliary polynomials, as transition elements between these families of functions. The consequences of this point of view and the relevant impact on the study of the properties of special functions is carefully discussed.
About Me
Silvia Licciardi is Ph.D. in Mathematics and Computer Sciences. Currently, she is researcher at University of Palermo, Dep. of Engineering. She has several publications in international magazines and books regarding Pure Mathematics (Operator Theory, Fractional Dynamics, Machine/Deep Learning, Special Functions) and Applied Mathematics to different fields, from Classic and Quantum Physics to Biology and Energy Context. She collaborates with different internationale research institution. Dr Licciardi also obtained a II Level MAster in Scientific Calculus, a National Scientif Abilitation to Assistant Professor in Numerical Analysis and is member of UMI, GNCS, SIMAI, EWM, EMS, Indam.