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, we define and study some subclasses of analytic functions by using fractional
derivative operator. Some interesting properties, coefficients problems and inclusion results …

In this paper, our aim is to define certain new classes of multivalently spiral-like, starlike,
convex and the varied Mocanu-type functions, which are associated with conic domains. We …

The analytic functions, mapping the open unit disk onto petal and oval type regions,
introduced by Noor and Malik (Comput. Math. Appl. 62: 2209-2217, 2011), are considered to …

A number of families of q-extensions of analytic functions in the open unit disk UU have
been defined by means of basic (or q-) calculus and considered from many distinctive …

By using the fractional derivative operator of Owa and Srivastava, we define a new linear
multiplier fractional differential operator. Some generalized classes of analytic functions …

In this paper, the authors determine the coefficient bounds for functions in certain subclasses
of analytic functions related with the conic regions, which are introduced by using the …

We aim to de… fine a new class of close‐to‐convex functions which is related to conic
domains. Many interesting properties such as sufficiency criteria, inclusion results, and …

In the present paper, we introduce and investigate classes of analytic functions involving the
Srivastava–Attiya operator. Basic properties for β-uniformly starlike functions of order γ are …

In our present investigation, we introduce a subclass of analytic function associated with
conic regions which is a form of generalized close‐to‐convexity. The arc‐length inequality …