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  1. Integral Equations and Operator Theory
  2. Integral Equations and Operator Theory : Volume 72
  3. Integral Equations and Operator Theory : Volume 72, Issue 1, January 2012
  4. Para-Accretive Functions and Hardy Spaces
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Integral Equations and Operator Theory : Volume 88
Integral Equations and Operator Theory : Volume 87
Integral Equations and Operator Theory : Volume 86
Integral Equations and Operator Theory : Volume 85
Integral Equations and Operator Theory : Volume 84
Integral Equations and Operator Theory : Volume 83
Integral Equations and Operator Theory : Volume 82
Integral Equations and Operator Theory : Volume 81
Integral Equations and Operator Theory : Volume 80
Integral Equations and Operator Theory : Volume 79
Integral Equations and Operator Theory : Volume 78
Integral Equations and Operator Theory : Volume 77
Integral Equations and Operator Theory : Volume 76
Integral Equations and Operator Theory : Volume 75
Integral Equations and Operator Theory : Volume 74
Integral Equations and Operator Theory : Volume 73
Integral Equations and Operator Theory : Volume 72
Integral Equations and Operator Theory : Volume 72, Issue 4, April 2012
Integral Equations and Operator Theory : Volume 72, Issue 3, March 2012
Integral Equations and Operator Theory : Volume 72, Issue 2, February 2012
Integral Equations and Operator Theory : Volume 72, Issue 1, January 2012
Decay Law Regularity
Three Questions About Complex Symmetric Operators
The Growth Order of a Solution of a Singular Non-Self-Adjoint Differential Equation, as a Function of the Spectral Parameter
Symmetries on Bounded Observables: A Unified Approach Based on Adjacency Preserving Maps
Para-Accretive Functions and Hardy Spaces
Absolute Continuity, Interpolation and the Lyapunov Order
Closed-Range Composition Operators on Weighted Bergman Spaces
Spectral Doubling of Normal Operators and Connections with Antiunitary Operators
A Noncommutative Version of H p and Characterizations of Subdiagonal Algebras
Integral Equations and Operator Theory : Volume 71
Integral Equations and Operator Theory : Volume 70
Integral Equations and Operator Theory : Volume 69
Integral Equations and Operator Theory : Volume 68
Integral Equations and Operator Theory : Volume 67
Integral Equations and Operator Theory : Volume 66
Integral Equations and Operator Theory : Volume 65
Integral Equations and Operator Theory : Volume 64
Integral Equations and Operator Theory : Volume 63
Integral Equations and Operator Theory : Volume 62
Integral Equations and Operator Theory : Volume 61
Integral Equations and Operator Theory : Volume 60
Integral Equations and Operator Theory : Volume 59
Integral Equations and Operator Theory : Volume 58
Integral Equations and Operator Theory : Volume 57
Integral Equations and Operator Theory : Volume 56
Integral Equations and Operator Theory : Volume 55
Integral Equations and Operator Theory : Volume 54
Integral Equations and Operator Theory : Volume 53
Integral Equations and Operator Theory : Volume 52
Integral Equations and Operator Theory : Volume 51
Integral Equations and Operator Theory : Volume 50
Integral Equations and Operator Theory : Volume 49
Integral Equations and Operator Theory : Volume 48
Integral Equations and Operator Theory : Volume 47
Integral Equations and Operator Theory : Volume 46
Integral Equations and Operator Theory : Volume 45
Integral Equations and Operator Theory : Volume 44
Integral Equations and Operator Theory : Volume 43
Integral Equations and Operator Theory : Volume 42
Integral Equations and Operator Theory : Volume 41
Integral Equations and Operator Theory : Volume 40
Integral Equations and Operator Theory : Volume 39
Integral Equations and Operator Theory : Volume 38
Integral Equations and Operator Theory : Volume 37
Integral Equations and Operator Theory : Volume 36
Integral Equations and Operator Theory : Volume 35
Integral Equations and Operator Theory : Volume 34
Integral Equations and Operator Theory : Volume 33
Integral Equations and Operator Theory : Volume 32
Integral Equations and Operator Theory : Volume 31
Integral Equations and Operator Theory : Volume 30
Integral Equations and Operator Theory : Volume 29
Integral Equations and Operator Theory : Volume 28
Integral Equations and Operator Theory : Volume 27

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Para-Accretive Functions and Hardy Spaces

Content Provider SpringerLink
Author Lin, Chin Cheng Han, Yongsheng Lee, Ming Yi
Copyright Year 2011
Abstract In this paper, we study the structure of the Hardy space $${H^p_b}$$ associated with a para-accretive function b, which was introduced in Han et al. (J. Geom. Anal. 14:291–318, 2004). The main result is to establish a new atomic decomposition of $${H^p_b}$$ . As applications, we obtain criterions for the boundedness of operators on $${H^p_b}$$ and a characterization of the dual space of $${H^p_b}$$ . The classification of $${H^p_b}$$ and Calderón–Zygmund decomposition are also discussed.
Ending Page 90
Page Count 24
Starting Page 67
File Format PDF
ISSN 0378620X
e-ISSN 14208989
Journal Integral Equations and Operator Theory
Issue Number 1
Volume Number 72
Language English
Publisher SP Birkhäuser Verlag Basel
Publisher Date 2011-10-28
Publisher Place Basel
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword atomic decomposition extension of operators BMO Analysis Calderón reproducing formula para-accretive function $H^p$ -spaces Approximation to the identity Hardy space
Content Type Text
Resource Type Article
Subject Algebra and Number Theory Analysis
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