In the real world, there are many applications that find the Pascal distribution to be a useful
and relevant model. One of these is the normal distribution. In this work, we develop a new …

In this research, a novel linear operator involving the Borel distribution and Mittag-Leffler
functions is introduced using Hadamard products or convolutions. This operator is utilized to …

In this article, we establish the bounds for the initial Taylor–Maclaurin coefficients| a 2| and| a
3| for a new family G Σ (δ, ξ, λ; h) of holormorphic and bi-univalent functions which involve …

We introduce and examine two new subclass of bi-univalent function Σ, defined in the open
unit disk, based on Sălăgean-type q-difference operators which are subordinate to the …

This article deals with two new subclasses of analytic and bi-univalent functions in the open
unit disk, which is defined by applying subordination principle between analytic functions …

In this paper, two new subclasses of holomorphic and bi-univalent functions are introduced
by using Balancing polynomials. Then, coefficient estmations are determined for the first two …

In this paper, two new subclasses of bi-univalent functions are introduced by using
generalized Bivariate Fibonacci polynomials. First, initial Taylor–Maclaurin coefficient …

In the present work, by making use of Gegenbauer polynomials, we introduce and study a
certain family of λ‐pseudo bistarlike and λ‐pseudo biconvex functions with respect to …

In this article, using the definition of generalized bivariate Fibonacci-like polynomials that
include Horadam and Chebyshev polynomials a novel subclass of bi-univalent functions are …

In this study, we introduce a new class of bi-univalent functions using q-Janowski Function.
We derive the Fekete-Szegö functional problems for functions in this new subclass, as well …