On a class of holomorphic functions defined by the Ruscheweyh derivative.
Differential subordination defined by Sălăgean operator.
On a particular second-order nonlinear differential subordination I.
On a differential inequality II.
First order nonlinear differential superordination.
Strong differential superordination.
A new differential inequality.
A class of holomorphic functions defined using a differential operator.
A univalence preserving integral operator.
Differential subordinations defined by using Sălăgean differential operator at the class of meromorphic functions.
On a second-order nonlinear differential subordination I.
Differential superordination defined by Sălăgean operator.
On a special differential inequality.
Differential subordinations obtained by using generalized Sălăgean and Ruscheweyh operators.
On a second-order nonlinear differential subordination.
On certain subclasses of meromorphic close-to-convex functions.
Sufficient conditions for univalence of an integral operator.
Differential subordinations associated with multiplier transformations.
On a class of univalent functions defined by Sălăgean differential operator.
An Application of the Subordination Chains
MSC 2010: 30C45, 30A20, 34A30 The notion of differential superordination was introduced in [4] by S.S. Miller and P.T. Mocanu as a dual concept of differential subordination [3] and was developed in [5]. The notion of strong differential subordination was introduced by J.A. Antonino and S. Romaguera in [1]. In [6] the author introduced the dual concept of strong differential superordination. In this paper we study strong differential superordination using the subordination chains.
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