AbstractA characterization of Farrell sets for the space of harmonic or holomorphic functions whose boundary values are in BMO (VMO) is obtained. The main step of the proof is the construction of certain VMO functions which are related to the sharpness of the John–Nirenberg inequality
In this paper, we will discuss the space of functions of weak bounded mean oscillation. In particula...
AbstractWe develop some techniques for studying various versions of the function space BMO. Special ...
In this thesis we prove that the space BMO on shapes introduced by Dafni and Gibara is the dual spac...
AbstractA characterization of Farrell sets for the space of harmonic or holomorphic functions whose ...
AbstractIn this paper we characterize completely Farrell sets and Mergelyan sets for the BMOA class ...
We develop the theory of the "local" Hardy space h1(M) and John-Nirenberg space bmo(M) when M is a R...
Let $f$ be a Borel measurable function of the complex plane to itself. We consider the nonlinear op...
AbstractLet f be a Borel measurable function of the complex plane to itself. We consider the nonline...
In this note, we shall give a resume of a joint work with Mingming Cao [5]. We state several differe...
AbstractLet Ω be a non-empty open subset of Rd, where d⩾2. A modern theorem on harmonic approximatio...
Inspired by our previous work on the boundedness of Toeplitz operators, we introduce weak BMO and V...
AbstractFor bounded symmetric domains Ω in Cn, a notion of “bounded mean oscillation” in terms of th...
In this Master's Thesis we consider functions of Bounded Mean Oscillation in metric measure spaces. ...
David and Journé discovered a criterion for the continuity on L2 of Calder´on- Zygmund operators def...
In this thesis, we study the space of functions of bounded mean oscillation (BMO) on shapes. We prov...
In this paper, we will discuss the space of functions of weak bounded mean oscillation. In particula...
AbstractWe develop some techniques for studying various versions of the function space BMO. Special ...
In this thesis we prove that the space BMO on shapes introduced by Dafni and Gibara is the dual spac...
AbstractA characterization of Farrell sets for the space of harmonic or holomorphic functions whose ...
AbstractIn this paper we characterize completely Farrell sets and Mergelyan sets for the BMOA class ...
We develop the theory of the "local" Hardy space h1(M) and John-Nirenberg space bmo(M) when M is a R...
Let $f$ be a Borel measurable function of the complex plane to itself. We consider the nonlinear op...
AbstractLet f be a Borel measurable function of the complex plane to itself. We consider the nonline...
In this note, we shall give a resume of a joint work with Mingming Cao [5]. We state several differe...
AbstractLet Ω be a non-empty open subset of Rd, where d⩾2. A modern theorem on harmonic approximatio...
Inspired by our previous work on the boundedness of Toeplitz operators, we introduce weak BMO and V...
AbstractFor bounded symmetric domains Ω in Cn, a notion of “bounded mean oscillation” in terms of th...
In this Master's Thesis we consider functions of Bounded Mean Oscillation in metric measure spaces. ...
David and Journé discovered a criterion for the continuity on L2 of Calder´on- Zygmund operators def...
In this thesis, we study the space of functions of bounded mean oscillation (BMO) on shapes. We prov...
In this paper, we will discuss the space of functions of weak bounded mean oscillation. In particula...
AbstractWe develop some techniques for studying various versions of the function space BMO. Special ...
In this thesis we prove that the space BMO on shapes introduced by Dafni and Gibara is the dual spac...
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