Basic (or q-) series and basic (or q-) polynomials, especially the basic (or q-) hypergeometric
functions and basic (or q-) hypergeometric polynomials, are known to have widespread …

First, by making use of the concept of basic (or q-) calculus, as well as the principle of
subordination between analytic functions, generalization R q (h) of the class R (h) of analytic …

In this paper, we considered a family of analytic and univalent functions having positive real
parts in the unit disk and defined by a q-difference operator. The coefficients, the Fekete …

This investigation is on a set SN∗ q (n, τ; η) of q-starlike functions defined by using a newly
defined q-analogue of Al-Oboudi-Al-Qahtani integral operator along with subordination and …

Symmetry | Free Full-Text | A New Subclass of Analytic Functions Associated with the q-Derivative
Operator Related to the Pascal Distribution Series Previous Article in Journal A Simple …

The purpose of the present paper is to find the necessary and sufficient condition and
inclusion relation for Pascal distribution series to be in the subclass TCq (λ, α) of analytic …

Subordination factor sequence results for starlike and convex classes defined by q-Cătaş
operator | SpringerLink Skip to main content Advertisement SpringerLink Log in Menu Find a …

Certain new classes of q-convex and q-close to convex functions that involve the q-Janowski
type functions have been defined by using the concepts of quantum (or q-) calculus as well …

Using the concept of q derivative operator and subordination principle we introduce and
study new subclasses of analytic functions. We derive Fekete-Szegö inequalities for the …

This paper introduces a novel subclass of analytic and bi-univalent functions that are linked
to a linear multiplier fractional q-differential operator, defined in the open unit disk D. The …