In this article, we introduce and investigate a generalized q-Bernardi integral operator (or (p,
q)-Bernardi integral operator) for analytic and p-valent (or multivalent) functions. By using …

The main object of this article is to present the sharp bounds of the third-order Hankel
determinant for functions in a subclass of normalized analytic functions in the open unit disk …

Various operators of fractional calculus, as well as their quantum (or q-) extensions have
been used widely and successfully in the study of the Taylor-Maclaurin coefficient estimation …

In this article, by using the idea of q-analogue of the hyperbolic tangent functions we define
a new class of q-convex functions. This study's main contribution is the development of …

The aim of this paper is to introduce two new subclasses R sin m (ℑ) and R sin (ℑ) of
analytic functions by making use of subordination involving the sine function and the …

In this research article, we introduce new family RG of holomorphic functions, which is
related to the generalized bounded turning and generating functions of Gregory coefficients …

Applicable Analysis and Discrete Mathematics SHARP BOUNDS ON HANKEL
DETERMINANTS OF BOUNDED TURNING FUNCTIONS INVOLVING THE HYPE Page 1 …

The objective of this paper is to estimate the sharp bound of the third Hankel determinant for
the kth-root transformation to the class of functions whose derivative has a positive real part …

In this paper, we aim to discuss several results associated with conical domains and some
general properties. By utilizing some conical sections, we introduce a new class of analytic …

In this paper we introduced the class SG∗ of analytic functions which is related with starlike
functions and generating function of Gregory coefficients. By using bounds on some …