In this article, a hybrid class of the q-Hermite based Apostol type Frobenius-Genocchi
polynomials is introduced by means of generating function and series representation …

In this paper, the class of q-Sheffer–Appell polynomials is introduced. The generating
function, series definition, determinant definition and some other identities of this class are …

We consider sequences of polynomials k↦(− 1) k− 1 k!∏ j= 1 k (ν− j), where 1< ν< 2,
together with both additive and multiplicative perturbations of them under rational functions …

The article aims to introduce the q-analogues of well known Bessel polynomials and to study
their important properties. A new recurrence relation and determinant definition for the q …

The main objective of this article is to introduce the 2D q-Bessel functions by means of the
generating function and to frame these q-special functions into the context of the …

In this article, a new class of q-Hermite based unified Apostol type polynomials is introduced
by means of generating function and series representation. Several important formulas and …

Sažetak In this article, a hybrid class of the q-Hermite based Apostol type Frobenius-Euler
polynomials is introduced by means of generating function and series representation …

The article aims at introducing a generalized 2D extension of the q-Bessel polynomials. The
generating equation, series expansion and determinant form for the generalized 2D q …

Subuhi Khan and Tabinda Nahid∗ abstract: The intended objective of this paper is to
introduce a new class of the hybrid q-Sheffer polynomials by means of the generating …

Certain orthogonal polynomials are involved in various problems occurring in probability,
celestial mechanics, combinatorics, and other fields of theoretical and applied sciences. The …