Title of article :
ON A NEW SUBCLASS OF P-VALENT FUNCTIONS WITH NEGATIVE COEFFICIENTS
Author/Authors :
DURMAZPINAR, Ömer Atatürk University - Faculty of Science - Department of Mathematics, Turkey
From page :
945
To page :
960
Abstract :
We introduce a new subclass P*p( α, β, ξ, Ω, m) of analytic and p − valent functionswith negative coefficients. Coefficient theorem, distortion theorem and closure theorem offunctions belonging to the class P*p( α, β, ξ, Ω, m) are determined. Also we obtainradius of convexity for P*p( α, β, ξ, Ω, m) Integral operators of functions belongingto the class P*p( α, β, ξ, Ω, m) are studied here. Furthermore the extreme points of P*p( α, β, ξ, Ω, m) are also determined.
Keywords :
Distortion theorem , exreme points , analytic function , radius of convexity , Salagean operator
Journal title :
Kastamonu University, Kastamonu Education Journal
Journal title :
Kastamonu University, Kastamonu Education Journal
Record number :
2595445
Link To Document :
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