The topics studied in the geometric function theory of one variable functions are connected
with the concept of Symmetry because for some special cases the analytic functions map the …

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 used the concept of quantum calculus (Jackson's calculus) in a recent note to develop
an extended class of multivalent functions on the open unit disk. Convexity and star-likeness …

In this paper, we present a novel class of analytic functions in the form h (z)= zp+∑ k= p+
1∞ akzk in the unit disk. These functions establish a connection between the extended …

Quantum calculus plays a significant role in many different branches such as quantum
physics, hypergeometric series theory, and other physical phenomena. In our paper and …

To consolidate or adapt to many studies on meromorphic functions, we define a new
subclass of meromorphic functions of complex order involving a differential operator. The …

In this study, we introduce the new subclasses, M α (sin) and M α (cos), of α-convex
functions associated with sine and cosine functions. First, we obtain the initial coefficient …

In this paper, we introduce a new class of analytic functions subordinated by functions which
is not Carathéodory. We have obtained some interesting subordination properties, inclusion …

We have introduced a comprehensive subclass of analytic functions with respect to (j, k)-
symmetric points. We have obtained the interesting coefficient bounds for the newly defined …

To unify and extend the study of various subclasses of starlike and convex functions, here
we introduce a new subclass of λ-pseudo starlike symmetric functions. To add more …