Applications of Neutrosophic q-Poisson distribution Series for Subclass of Analytic Functions and Bi-Univalent Functions
By using the generalization of the neutrosophic q-Poisson distribution series, we introduce a
new subclass of analytic and bi-univalent functions defined in the open unit disk. We then …
new subclass of analytic and bi-univalent functions defined in the open unit disk. We then …
Properties of q-Symmetric Starlike Functions of Janowski Type
The word “symmetry” is a Greek word that originated from “symmetria”. It means an
agreement in dimensions, due proportion, and arrangement; however, in complex analysis …
agreement in dimensions, due proportion, and arrangement; however, in complex analysis …
A new comprehensive subclass of analytic bi-univalent functions related to gegenbauer polynomials
In the current study, we provide a novel qualitative new subclass of analytical and bi-
univalent functions in the symmetry domain U defined by the use of Gegenbauer …
univalent functions in the symmetry domain U defined by the use of Gegenbauer …
Coefficient estimation utilizing the Faber polynomial for a subfamily of bi-univalent functions
The paper introduces a new family of analytic bi-univalent functions that are injective and
possess analytic inverses, by employing aq-analogue of the derivative operator. Moreover …
possess analytic inverses, by employing aq-analogue of the derivative operator. Moreover …
Sakaguchi Type Starlike Functions Related with Miller-Ross-Type Poisson Distribution in Janowski Domain
In this research, using the Poisson-type Miller-Ross distribution, we introduce new
subclasses Sakaguchi type of star functions with respect to symmetric and conjugate points …
subclasses Sakaguchi type of star functions with respect to symmetric and conjugate points …
New Subfamily of Bi-starlike and Bi-convex Functions Defined by the q-Janowski Function
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 …
We derive the Fekete-Szegö functional problems for functions in this new subclass, as well …
Coefficient Functionals of Sakaguchi-Type Starlike Functions Involving Caputo-Type Fractional Derivatives Subordinated to the Three-Leaf Function
A challenging part of studying geometric function theory is figuring out the sharp boundaries
for coefficient-related problems that crop up in the Taylor–Maclaurin series of univalent …
for coefficient-related problems that crop up in the Taylor–Maclaurin series of univalent …
Exploration of New Classes of Bi-univalent Functions Defined by the Subordination Principle Using -Gegenbauer Polynomials
In this study, we introduce a new class of bi-univalent functions constructed using q-
Gegenbauer polynomials. We analyze and characterize this newly defined class of …
Gegenbauer polynomials. We analyze and characterize this newly defined class of …
by the Subordination Principle Using q-Gegenbauer Polynomials
In this study, we introduce a new class of bi-univalent functions constructed using q-
Gegenbauer polynomials. We analyze and characterize this newly defined class of …
Gegenbauer polynomials. We analyze and characterize this newly defined class of …
Some Properties for Certain Subclasses of Spiral-Like and Robertson Analytic Functions
T Seoudy - European Journal of Pure and Applied Mathematics, 2024 - ejpam.com
Making use of the definition of subordination, we introduce certain subclasses of spiral-like
and Robertson functions in the open unit disk and study some important results such as …
and Robertson functions in the open unit disk and study some important results such as …