In this paper, we investigate several fuzzy differential subordinations that are connected with
the Borel distribution series B λ, α, β (z) of the Mittag-Leffler type, which involves the two …

The main objective of this paper is to establish some sufficient conditions so that a class of
normalized Mittag–Leffler-type functions satisfies several geometric properties such as …

The goal of this article is to contemplate coefficient estimates for a new class of analytic
functions f associated with generalized telephone numbers to originate certain initial Taylor …

In our present investigation, with the help of the basic (or q-) calculus, we first define a new
domain which involves the Janowski function. We also define a new subclass of the class of …

The Hankel determinant, which plays a significant role in the theory of univalent functions, is
investigated here in the context of bi-univalent analytic functions. Specifically, this paper is …

For the first time, we attempted to define two new sub-classes of bi-univalent functions in the
open unit disc of the complex order involving Mathieu-type series, associated with …

Two new subclasses of the class of bi-Bazilevič functions, which are related to the Fibonacci-
number series and the square-root functions, are introduced and studied in this article …

We introduce a new class of Bazilevič functions involving the Srivastava–Tomovski
generalization of the Mittag-Leffler function. The family of functions introduced here is …

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 …

The aim of this article is to obtain some necessary and sufficient conditions for functions,
whose coefficients are probabilities of the Miller-Ross-type Poisson distribution series, to …