We define an extended Cesàro operator Tg with holomorphic symbol g in the unit ball B of Cn. For a large class of weights w we characterize those g for which Tg is bounded (or compact) from Bergman space Lpa,w(B) to Lqa,w(B), 0<p,q<∞. In addition, we obtain some results about equivalent norms, the norm of point evaluation functionals, and the interpolation sequences on Lpa,w(B)
AbstractLet g be a holomorphic function of the unit ball B in the n-dimensional complex space, and d...
Abstract: For 1≤p<∞, let Aωp be the weighted Bergman space associated with an exponential type weigh...
We provide a new characterization (valid for all $0 <p<\infty$) of Schatten class membership of Toep...
We define an extended Cesàro operator Tg with holomorphic symbol g in the unit ball B of Cn. For a l...
AbstractWe define an extended Cesàro operator Tg with holomorphic symbol g in the unit ball B of Cn....
AbstractLet g be a holomorphic function of the unit ball B in the n-dimensional complex space, and d...
AbstractWe determine the spectrum of generalized Cesàro operators with essentially rational symbols ...
We study the boundedness of Toeplitz operators Tψ with locally integrable symbols on weighted harmo...
AbstractWe completely describe those positive Borel measures μ in the unit disc D such that the Berg...
We completely describe the boundedness, compactness and membership in Schatten $p$ - classes of the ...
A full description of the membership in the Schatten ideal $S_p(A_{\omega}^{2})$ for $0<p<\infty$ of...
We study the boundedness of Toeplitz operators T-psi with locally integrable symbols on weighted har...
We study the boundedness of Toeplitz operators T-psi with locally integrable symbols on weighted har...
Some new characterizations on Carleson measures for weighted Bergman spaces on the unit ball involvi...
[eng] The theory of Bergman spaces has been a central subject of study in complex analysis during th...
AbstractLet g be a holomorphic function of the unit ball B in the n-dimensional complex space, and d...
Abstract: For 1≤p<∞, let Aωp be the weighted Bergman space associated with an exponential type weigh...
We provide a new characterization (valid for all $0 <p<\infty$) of Schatten class membership of Toep...
We define an extended Cesàro operator Tg with holomorphic symbol g in the unit ball B of Cn. For a l...
AbstractWe define an extended Cesàro operator Tg with holomorphic symbol g in the unit ball B of Cn....
AbstractLet g be a holomorphic function of the unit ball B in the n-dimensional complex space, and d...
AbstractWe determine the spectrum of generalized Cesàro operators with essentially rational symbols ...
We study the boundedness of Toeplitz operators Tψ with locally integrable symbols on weighted harmo...
AbstractWe completely describe those positive Borel measures μ in the unit disc D such that the Berg...
We completely describe the boundedness, compactness and membership in Schatten $p$ - classes of the ...
A full description of the membership in the Schatten ideal $S_p(A_{\omega}^{2})$ for $0<p<\infty$ of...
We study the boundedness of Toeplitz operators T-psi with locally integrable symbols on weighted har...
We study the boundedness of Toeplitz operators T-psi with locally integrable symbols on weighted har...
Some new characterizations on Carleson measures for weighted Bergman spaces on the unit ball involvi...
[eng] The theory of Bergman spaces has been a central subject of study in complex analysis during th...
AbstractLet g be a holomorphic function of the unit ball B in the n-dimensional complex space, and d...
Abstract: For 1≤p<∞, let Aωp be the weighted Bergman space associated with an exponential type weigh...
We provide a new characterization (valid for all $0 <p<\infty$) of Schatten class membership of Toep...
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