Generalized operator for Alexander integral operator
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Date
2020
Authors
Journal Title
Journal ISSN
Volume Title
Publisher
Sciendo
Access Rights
info:eu-repo/semantics/openAccess
Abstract
LetTnbe the class of functionsfwhich are defined by apower seriesf(z) =z+an+1zn+1+an+2zn+2+...for everyzin the closed unit discU.Withmdifferent boundary pointszs,(s=1,2,...,m),we considerαm∈eiβA−j−λf(U),hereA−j−λis thegeneralized Alexander integral operator andUis the open unit disc. Ap-plyingA−j−λ,a subclassBn(αm,β,ρ;j,λ)ofTnis defined with fractionalintegral for functionsf.The object of present paper is to consider someinteresting properties offto be inBn(αm,β,ρ;j,λ)
Description
WOS:000597405600007
Keywords
Analytic function, Alexander integral operator, Fractional inte-gral, Gamma function, Miller and Mocanu lemma
Journal or Series
Acta Universitatis Sapientiae, Mathematica
WoS Q Value
N/A
Scopus Q Value
Q3
Volume
12
Issue
2
Citation
Güney, H. Ö. ve Owa, S. (2020). Generalized operator for Alexander integral operator. Sciendo, 12(2), 294-306.
