Integral Operators on the Besov Spaces and Subclasses of Univalent Functions
Journal: Sahand Communications in Mathematical Analysis (Vol.17, No. 4)Publication Date: 2020-11-01
Authors : Zahra Orouji; Ali Ebadian;
Page : 61-69
Keywords : Integral operators; Besov spaces; Convex functions of complex order; Starlike functions of complex order; Schwarzian norm;
Abstract
In this note, we study the integral operators $I_{g}^{gamma, alpha}$ and $J_{g}^{gamma, alpha}$ of an analytic function $g$ on convex and starlike functions of a complex order. Then, we investigate the same operators on $H^{infty}$ and Besov spaces.
Other Latest Articles
- Using Copulas to Model Dependence Between Crude Oil Prices of West Texas Intermediate and Brent-Europe
- First and Second Module Cohomology Groups for Non Commutative Semigroup Algebras
- On Measure Chaotic Dynamical Systems
- On Certain Generalized Bazilevic type Functions Associated with Conic Regions
- Non-Equivalent Norms on $C^b(K)$
Last modified: 2021-11-03 14:29:36