The main object of this article is to introduce and investigate an integral operator J s, b (f)
defined, by using the Hurwitz–Lerch Zeta function, on the various subclasses of the class of …

This article presents certain families of analytic functions regarding q-starlikeness and q-
convexity of complex order γ (γ∈ C\0). This introduced aq-integral operator and certain …

The motivation of the present article is to define the (p− q)-Wanas operator in geometric
function theory by the symmetric nature of quantum calculus. We also initiate and explore …

In this article, we introduce and investigate a generalized q-Bernardi integral operator (or (p,
q)-Bernardi integral operator) for analytic and p-valent (or multivalent) functions. By using …

This paper's findings are related to geometric function theory (GFT). We employ one of the
most recent methods in this area, the fuzzy admissible functions methodology, which is …

Hardy space is a distinctive space of holomorphic functions on the unit disk, with far-
reaching implications in mathematical analysis, control theory, and scattering theory due to …

In this article, a new generalized q-Mittag-Leffler function is introduced and investigated.
Motivated by the newly defined function and using the concept of differential subordination …

In this paper, we investigate a new class of analytic functions defined by the convolution
operator J s, b (f) involving the Hurwitz–Lerch Zeta function, which was introduced recently …

Let Σ denote the class of functions of the form f (z)= 1z+∑ k= 1∞ akzk which are analytic in
0<| z|< 1. Two new integral operators Pβα and Qβα defined on Σ are introduced. This paper …

In the current article, making use of certain operator, we initiate and explore a certain family
W Σ (λ, γ, σ, δ, α, β, p, q; h) of holomorphic and bi-univalent functions in the open unit disk D …