This paper introduces and studies a new class of analytic p-valent functions in the open symmetric unit disc involving the Sălăgean-type q-difference operator. Furthermore, we present several interesting subordination results, coefficient inequalities, fractional q-calculus applications, and distortion theorems
In this paper, we consider generalized integral operator using fractional q-derivative together with...
In this paper, we consider generalized integral operator using fractional q-derivative together with...
[[abstract]]In this paper we define a new class of functions which are analytic and p-valent with ne...
AbstractBy making use of the principle of subordination between analytic functions and the generaliz...
By making use of the principle of subordination between analytic functions and the generalized fract...
In this paper, we introduce a certain subclass of analytic functions associated with q-analogue of p...
A class of p-valent analytic functions is introduced using the q-difference operator and the familia...
The object of the present paper is to derive new coefficient inequalities for certain subclasses of ...
We first define the $q$-analogue operators of fractional calculus which are then used in defining ce...
Motivated by q-analogue theory, we define here q-analogue of p-valent Salagean differential operator...
We first define the $q$-analogue operators of fractional calculus which are then used in defining ce...
We first define the $q$-analogue operators of fractional calculus which are then used in defining ce...
In the present paper, we discuss a class of bi-univalent analytic functions by applying a principle ...
By making use of the concept of fractional q-calculus, we firstly define q-extension of the generali...
AbstractThe authors investigate various inclusion and other properties of several subclasses of the ...
In this paper, we consider generalized integral operator using fractional q-derivative together with...
In this paper, we consider generalized integral operator using fractional q-derivative together with...
[[abstract]]In this paper we define a new class of functions which are analytic and p-valent with ne...
AbstractBy making use of the principle of subordination between analytic functions and the generaliz...
By making use of the principle of subordination between analytic functions and the generalized fract...
In this paper, we introduce a certain subclass of analytic functions associated with q-analogue of p...
A class of p-valent analytic functions is introduced using the q-difference operator and the familia...
The object of the present paper is to derive new coefficient inequalities for certain subclasses of ...
We first define the $q$-analogue operators of fractional calculus which are then used in defining ce...
Motivated by q-analogue theory, we define here q-analogue of p-valent Salagean differential operator...
We first define the $q$-analogue operators of fractional calculus which are then used in defining ce...
We first define the $q$-analogue operators of fractional calculus which are then used in defining ce...
In the present paper, we discuss a class of bi-univalent analytic functions by applying a principle ...
By making use of the concept of fractional q-calculus, we firstly define q-extension of the generali...
AbstractThe authors investigate various inclusion and other properties of several subclasses of the ...
In this paper, we consider generalized integral operator using fractional q-derivative together with...
In this paper, we consider generalized integral operator using fractional q-derivative together with...
[[abstract]]In this paper we define a new class of functions which are analytic and p-valent with ne...
DOI
Add to ORKG