Title of article :
Some Geometric Properties of a Certain Subclass of Univalent Functions Defined by Differential Subordination Property
Author/Authors :
Atshan ، Waggas Galib - University of Al-Qadisiya , Majeed ، A. H. - University of Baghdad , Jassim ، Kassim A. - University of Baghdad
Pages :
16
From page :
79
To page :
94
Abstract :
In this paper , we have studied a certain subclass of univalent functions defined by linear operator θ_(λ,δ,m)^(γ,α_1 ) by using differential subordination property.We obtain some geometric properties, like , coefficient inequality , neighborhoods of the class K(γ,η,α_1,λ,δ,m,A,B), convolution properties and integral mean inequalities for the fractional integral for this class.
Keywords :
Univalent Function , Hypergeometric Function , Linear Operator , Differential Subordination , Convolution , Integral Mean , Fractional Integral
Journal title :
General Mathematics Notes
Serial Year :
2014
Journal title :
General Mathematics Notes
Record number :
2457570
Link To Document :
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