A new class of generalized polynomials involving Laguerre and Euler polynomials
Motivated by their importance and potential for applications in a variety of research fields,
recently, numerous polynomials and their extensions have been introduced and …
recently, numerous polynomials and their extensions have been introduced and …
A new class of generalized polynomials associated with Laguerre and Bernoulli polynomials
Motivated by their importance and potential for applications in certain problems in number
theory, combinatorics, classical and numerical analysis, and other fields of applied …
theory, combinatorics, classical and numerical analysis, and other fields of applied …
A new class of generalized polynomials
Motivated by their importance and potential for applications in a variety of research fields,
recently, various polynomials and their extensions have been introduced and investigated …
recently, various polynomials and their extensions have been introduced and investigated …
Generating functions for Legendre-based poly-Bernoulli numbers and polynomials
In this paper, we introduce a generating function for a Legendre-based poly-Bernoulli
polynomials and give some identities of these polynomials related to the Stirling numbers of …
polynomials and give some identities of these polynomials related to the Stirling numbers of …
A new class of generalized Laguerre–Euler polynomials
A variety of polynomials, their extensions and variants have been extensively investigated,
due mainly to their potential of applications in diverse research areas. In this sequel, we …
due mainly to their potential of applications in diverse research areas. In this sequel, we …
Evaluation of Apostol–Euler based poly Daehee polynomials
M Saif, R Nadeem - International Journal of Applied and Computational …, 2020 - Springer
In the present paper, we study the new type of generating function of Apostol–Euler based
poly Daehee polynomials. By making use of this generating function, we investigate some …
poly Daehee polynomials. By making use of this generating function, we investigate some …
A study of generalized Laguerre poly-Genocchi polynomials
A variety of polynomials, their extensions, and variants, have been extensively investigated,
mainly due to their potential applications in diverse research areas. Motivated by their …
mainly due to their potential applications in diverse research areas. Motivated by their …
Generating relations associated with the extended bivariate Srivastava type polynomials
Since their introduction in 1972, the Srivastava polynomials and their extensions have
undergone extensive investigation and diverse applications. This paper aims to establish …
undergone extensive investigation and diverse applications. This paper aims to establish …
[PDF][PDF] A new class of Laguerre-based generalized Hermite-Euler polynomials and its properties
The special polynomials of more than one variable provide new means of analysis for the
solutions of a wide class of partial differential equations often encountered in physical …
solutions of a wide class of partial differential equations often encountered in physical …
Certain Laguerre-based generalized Apostol type polynomials
A variety of polynomials, their extensions and variants have been extensively investigated,
due mainly to their potential applications in diverse research areas. In this paper, we aim to …
due mainly to their potential applications in diverse research areas. In this paper, we aim to …