Cesàro averaging operators
By S. Stević. 2003
60 citations recorded by the source corpus.
Subfields: Applied Mathematics, Geometry and Topology
View Paper: https://www.semanticscholar.org/paper/86ac62ce6ec2f389dfcacade8f963ab742237ada
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In Applied Mathematics
- S. Stević
- Songxiao Li
- Stevo Stevi´c
- Der-Chen Chang
- Flavia Colonna
- Robert F. Allen
- Steven G. Krantz
- Weifeng Yang
In Geometry and Topology
Citations in the corpus
- Products of integral-type operators and composition operators from the mixed norm space to Bloch-type spaces (2009, background): “The operators Jg and Ig, as well as their n-dimensional generalizations acting on various spaces of analytic functions have been recently studied, for example, in [3, 9–25] (also see the related references therein).”
- Weighted Composition Operators from H∞ to the Bloch Space on the Polydisc (2007, background): “Closely related results devoted to some operators on the polydisc can be found, for example, in [8, 10–12].”
- Products of integral-type operators and composition operators between Bloch-type spaces (2009, background): “Some related operators can be also found in [6,19,27,28].”
- Riemann–Stieltjes-type integral operators on the unit ball in (2007, methodology): “For an analytic function f ðzÞ 1⁄4 P1 n1⁄40 anz n on U, the generalized Cesàro operator is defined by (see [13])”
- ON SOME INTEGRAL OPERATORS ON THE UNIT POLYDISK AND THE UNIT BALL (2007, background): “THE OPERATOR C b, c ON THE POLYDISK Following the lines of paper [37], in [1] the authors have studied the generalized Cesàro operator Cb,c on the Hardy, Bloch, and BMOA space.”