In the current article, we consider certain subfamilies S e∗ and C e of univalent functions
associated with exponential functions which are symmetric along real axis in the region of …

In the present article, we consider certain subfamilies of analytic functions connected with
the cardioid domain in the region of the unit disk. The purpose of this article is to investigate …

This paper introduces a new integral operator in q-analog for multivalent functions. Using as
an application of this operator, we study a novel class of multivalent functions and define …

In this paper, the concepts of symmetric q-calculus and conic regions are used to define a
new domain Ω k, q, α˜, which generalizes the symmetric conic domains. By using the domain …

In this article we define a class of starlike functions with respect to symmetric points in the
domain of sine function. Also, we investigate coefficients bounds and upper bounds for the …

In this paper, we define a differential operator on an open unit disk Δ by using the novel
Borel distribution (BD) operator and means of convolution. This operator is adopted to …

This paper deals with the new classes S^∗_\cos and S^\,c_\cos of starlike and convex
functions, respectively, associated with the cosine function. We give initial coefficient bounds …

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 …

The primary objective of this study is to establish a class of starlike functions (symmetric
under rotation) that are related to a tangent hyperbolic. Integral preserving properties along …

In this study, we employ the new Bell Distribution (BD) operator to define a differential
operator on an open unit disk D. Additionally, this operator is introduced, having been …