Two problems have been brought to our attention since the publication of our paper “New characterizations of Bergman spaces”, Ann. Acad. Sci. Math. 33 (2008), 87-99, which will be referred to as “the paper ” in what follows. The first issue concerns a result which we thought was well-known but was actually not quite so. The second issue concerns a lack of details in a major step of the proof of Theorem 2 in the paper. We will clarify these issues in this addendum. In addition, Kwon sent [3] to the first named author before our paper was ac-cepted for publication, but we failed to acknowledge Kwon’s paper. We wish to apologize here. Kwon’s paper [3] proves the one-dimensional case of our main re-sults for Bergman spaces with more general wei...
ABSTRACT. We obtain several new characterizations for the standard weighted Bergman spaces Apα on th...
ABSTRACT. We obtain several new characterizations for the standard weighted Bergman spaces Apα on th...
We prove sufficient conditions for the two-weight boundedness of the Bergman projection on the unit ...
Part1 The Strict Inclusion Relation between the Spaces_ψ(U) on the Open Unit Disc in C(Jour.Fac.Sci....
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/135272/1/blms0246.pd
The theory of Bergman spaces has been a central subject of study in complex analysis during the past...
Abstract: The Szego projection of tube domains over irreducible symmetric cones is unbounded in . In...
ABSTRACT. It was shown in [2] that a holomorphic function f in the unit ball Bn of Cn belongs to the...
In the early 90's, D. Sarason posed conjectures on the characterization of the boundedness of Toepli...
In this dissertation we are interested in studying two extremal problems in the Bergman space. The t...
In this dissertation we are interested in studying two extremal problems in the Bergman space. The t...
In this paper we attempt to develop a general $p-$Bergman theory on bounded domains in $\mathbb C^n$...
AbstractA theorem and a corollary in the paper cited in the title were stated incorrectly, as was po...
Das Ziel dieser Arbeit ist verschiedene hinreichende Bedingungen für ungewichtete und gewichtete Ber...
Abstract: For 1≤p<∞, let Aωp be the weighted Bergman space associated with an exponential type weigh...
ABSTRACT. We obtain several new characterizations for the standard weighted Bergman spaces Apα on th...
ABSTRACT. We obtain several new characterizations for the standard weighted Bergman spaces Apα on th...
We prove sufficient conditions for the two-weight boundedness of the Bergman projection on the unit ...
Part1 The Strict Inclusion Relation between the Spaces_ψ(U) on the Open Unit Disc in C(Jour.Fac.Sci....
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/135272/1/blms0246.pd
The theory of Bergman spaces has been a central subject of study in complex analysis during the past...
Abstract: The Szego projection of tube domains over irreducible symmetric cones is unbounded in . In...
ABSTRACT. It was shown in [2] that a holomorphic function f in the unit ball Bn of Cn belongs to the...
In the early 90's, D. Sarason posed conjectures on the characterization of the boundedness of Toepli...
In this dissertation we are interested in studying two extremal problems in the Bergman space. The t...
In this dissertation we are interested in studying two extremal problems in the Bergman space. The t...
In this paper we attempt to develop a general $p-$Bergman theory on bounded domains in $\mathbb C^n$...
AbstractA theorem and a corollary in the paper cited in the title were stated incorrectly, as was po...
Das Ziel dieser Arbeit ist verschiedene hinreichende Bedingungen für ungewichtete und gewichtete Ber...
Abstract: For 1≤p<∞, let Aωp be the weighted Bergman space associated with an exponential type weigh...
ABSTRACT. We obtain several new characterizations for the standard weighted Bergman spaces Apα on th...
ABSTRACT. We obtain several new characterizations for the standard weighted Bergman spaces Apα on th...
We prove sufficient conditions for the two-weight boundedness of the Bergman projection on the unit ...