G. Dattoli, S. Licciardi, R. M. Pidatella, E. Sabia
Published 2020-02-13Version 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, allowing a unified treatment of a large body of polynomial families, with the use of elementary algebraic tools.
Comments: 7 pages, 5 tables
Subjects: 44A99,
47B99,
47A62,
05A40,
33C52,
33C65,
33C99,
33B10,
33B15,
33C45,
35A22,
44A20
Remarks on some properties of special polynomials with exponential distribution
Interlacing and asymptotic properties of Stieltjes polynomials
Construction of Hypergeometric-Appell Polynomials Family via Umbral Calculus Framework
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