In this present investigation, we introduce a generalized differential operator 𝛦𝛼, 𝛽 𝑚 (𝜇, 𝜑,
𝑡) via convolution approach. Using this operator, we further introduced a new generalized …

A new subclass of analytic functions, containing the linear operator, obtained as a linear
combination of Ruscheweyh derivative and a new generalized multiplier transformation, is …

New subclasses of analytic functions, containing the linear operator obtained as a linear
combination of Ruscheweyh derivative and a new generalized multiplier transformation …

In this paper we have established several strong differential subordinations regarding the
extended operator obtained as a linear combination of extended Ruscheweyh derivative …

The study of operators plays an important role in mathematics especially in the geometric
function theory. Recently interest in this direction has been increasing as it permits detailed …

Very recently, Macovei ([13] and [14]) obtained differential subordinations and
superordinations for analytic functions defined by the Ruscheweyh linear operator and the …

Certain new classes containing the linear operator obtained as a linear combination of
Ruscheweyh derivative and a new generalized multiplier differential operator have been …

New classes containing the linear operator obtained as a linear combination of Ruscheweyh
derivative and a new generalized multiplier differential operator have been introduced …

New subclasses of analytic functions, containing the linear operator obtained as a linear
combination of Ruscheweyh derivative and a new generalized multiplier transformation …

The purpose of this paper is to establish certain special strong differential superordinations
regarding an extended operator obtained as a linear combination of the extended …