In this paper, we define a class of analytic functions $ F_ {\left (\beta,\lambda\right)}\left
(H,\alpha,\delta,\mu\right), $ satisfying the following subordinate condition associated with …

In this study, by using Lucas polynomials, subordination and q-analogue of Noor integral
operator, we will introduce an interesting new class Q q, μ (τ, α; x) of bi-univalent functions …

In this article, we study the Fekete-Szegö functional associated with a new class of analytic
functions related to the class of bounded turning by using the principle of quasi …

For 0≤ η< 1, 0≤ λ< 1,− π/2< γ< π/2, 0≤ β≤ α, and m∈ ℕ∪{0}, a new class S α, β m (η, γ, λ)
of analytic functions defined by means of the differential operator D α, β m is introduced. Our …

In this paper, we introduce and study some new subclasses of analytic functions defined by
the combination of Al-Oboudi and Ruscheweyh differential operators, and obtain coefficient …

In this paper, the authors introduce and investigate a subclass of analytic functions E m (β, λ,
φ, γ)(H σ, α, δ, µ, ℓ), satisfying certain subordinate condition associated with Gegenbauer …

In this paper, we introduced certain general new subclasses of analytic functions defined by
the combination of two special operator which one of them derivative (Deniz-Orhan …

Fekete-Szegö inequality for a subclass of analytic functions defined by Komatu integral operator
Page 1 http://www.aimspress.com/journal/Math AIMS Mathematics, 5(3): 1745–1756 …

In this study, by using Lucas polynomials, subordination, and Sălăgean differential operator,
we investigate the class Q Σ (m, n; Θ) of bi-univalent functions. Also we examine (P, Q) …

In this present investigation, with the help of the Sălăgean differential operator and the
Hadamard product, we define new subclasses of analytic functions. We investigate sharp …