In this work, we investigate the (p, q)-Gegenbauer polynomials for a class of analytic and bi-
univalent functions defined in the open unit disk, with respect to subordination. We give an …

This investigation is on a set SN∗ q (n, τ; η) of q-starlike functions defined by using a newly
defined q-analogue of Al-Oboudi-Al-Qahtani integral operator along with subordination and …

In this paper, a class G η_1, η_2 β (α, t), consisting of Bazilevic functions of type α and
involving a certain generalized differential operator is defined by means of Gegenbauer …

This investigation involves the application of Horadam polynomials and subordination to a
subclass of Bazilevic functions of type alpha for the purpose of obtaining some initial bounds …

Recent direction of studies shows that there is a kin connection between regular functions
and orthogonal polynomials. In this paper, we study a new class of regular and bi-univalent …

In this work, we investigate the bounds on the fourth initial coefficient| a4| and the second
Hankel determinant| a2a4-a2 3| for a class of analytic and bi-univalent functions defined in …

In this work, by applying the concepts of q-differentiation and subordination, we introduce
and investigate two new classes of regular functions that are associated with generalized …

In this paper, we considered two classes of analytic functions. The classes are associated
with Pascal distribution series, error function, Bell numbers and q-derivative operator. Some …