Subordination results for analytic functions associated with fractional q-calculus operators with
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Fekete–Szegö Problems for Certain Classes of Meromorphic Functions Involving q‐Al‐Oboudi
Differential Operator - Aouf - 2022 - Journal of Mathematics - Wiley Online Library Skip to Article …

Making use of a post-quantum derivative operator, we define two classes of meromorphic
analytic functions. For the considered family of functions, we aim to investigate the sharp …

In this paper, we investigate a subclass L (q, b, α, t) by means of Chebyshev polynomials
and q-derivative operator expansions of univalent functions of complex order in the open …

The paper presents the introduction of a novel linear derivative operator for meromorphic
functions that are linked with q-calculus. Using the linear derivative operator, a new category …

The main object of this present paper is to investigate the problem of majorization of certain
class of multivalent meromorphic functions of complex order involving Mittag-Leffler function …

In this paper, using q− derivative operator, we define the class Σ q, v∗(n, α, β, λ) of
meromorphic univalent functions and obtain coefficient estimates, distortion, closure …

In this work, sigmoid function in the space of univalent λ-pseudo-(p, q)-derivative operators
related to shell-like curves connected with Fibonacci number of Sakaguchi type functions …

Making use of a post-quantum derivative operator, we define two classes of meromorphic
analytic functions. For the considered family of functions, we aim to investigate the sharp …

In the present work, the authors introduce a new linear differential operator associated with q-
calculus which uses the q-derivative operator. For the new class involving the linear …