Title of article
A new univalent integral operator defined by the Opoola differential operator
Author/Authors
Sambo ، Bitrus Department of Mathematics - Gombe State University , Opoola ، Timothy Oloyede Department of Mathematics - University of Ilorin
From page
53
To page
64
Abstract
In this investigation, using Opoola differential operator (Dm(μ, β, t)f(z)), a new integral operator: Im,σ t,β,μ(f1, ..., fn)(z) : An → A is defined in the unit disk, U = {z ∈ C : |z| 1}; and we investigated the Univalence conditions of this generalized operator. Finally, a number of corollaries and remarks which show the extension of our results are presented.
Keywords
Analytic functions , Univalent functions starlike functions , convex functions , close , to , convex functions , Integral operator
Journal title
International Journal of Nonlinear Analysis and Applications
Journal title
International Journal of Nonlinear Analysis and Applications
Record number
2773771
Link To Document