In this paper, the concepts of Janowski functions and the conic regions are combined to
define a new domain which represents the conic type regions. Different views of this …

The core object of this paper is to define and study a new class of analytic functions using
the Ruscheweyh q-differential operator. We also investigate a number of useful properties of …

The main object of the present paper is to define q-analogue of Ruscheweyh operator for
multivalent functions. We investigate a number of useful properties including coefficient …

By using the idea of q-calculus, we generalize the conic domain and define various
subclasses of analytic functions which map the open unit disk U={z: z ∈ C and\lvert z\rvert\lt …

In this paper, the concepts of quantum (or q-) calculus and conic regions are combined to
define a new domain Ωk, q, γ which represents the generalized conic regions. Then by using …

In this paper, the theory of symmetric q-calculus and conic regions are used to define a new
subclass of q-starlike functions involving a certain conic domain. By means of this newly …

In our present investigation, by using Salagean q-differential operator we introduce and
define new subclass k− US (q, γ, m), γ∈ C\{0}, and studied certain subclass of analytic …

In this paper, we introduce a new class k-US (q, γ, m, p) US(q,γ,m,p), γ∈ C∖ 0 γ∈C\{0\}, of
multivalent functions using a newly defined q-analogue of a Salagean type differential …

In this paper, we define and study some subclasses of analytic functions by using the
concept of k-uniformly convexity. Several interesting properties, coefficients and radius …

In this paper, we formulate the q‐analogus of differential operator associated with q‐Mittag‐
Leffler function. By using this newly defined operator, we define a new subclass k− US q, γ m …