In this article we study the family of BMOp spaces, p ≥ 1, in the general context of metric measure spaces. We give a characterization theorem that allows to describe all possible relations between these spaces considered as sets of functions. Examples illustrating the obtained cases and some additional results related to the John-Nirenberg inequality are also included
AbstractLet X be a doubling metric measure space. If X has the δ-annular decay property for some δ∈(...
Let X,d,μ be a metric measures space satisfying the upper doubling conditions and the geometrically ...
AbstractWe develop some techniques for studying various versions of the function space BMO. Special ...
We study the space BMO () in the general setting of a measure space with a fixed collection of mea...
A new class of metric measure spaces is introduced and studied. This class generalises the well-esta...
A new class of metric measure spaces is introduced and studied. This class generalises the well-esta...
In this paper, we introduce and develop some new function spaces of BMO (bounded mean oscillation) t...
In this Master's Thesis we consider functions of Bounded Mean Oscillation in metric measure spaces. ...
Abstract. We study a class of spaces, JNp, related to BMO in the abstract setting of a metric space ...
AbstractWe study tent spaces on general measure spaces (Ω,μ). We assume that there exists a semigrou...
The authors give a definition of Morrey spaces for nonhomogeneous metric measure spaces and investig...
Suppose that (M,p,mu) is a metric measure space, which possesses two "geometric" properties, called ...
We consider two notions of functions of bounded variation in complete metric measure spaces, one due...
We consider two notions of functions of bounded variation in complete metric measure spaces, one due...
none2doi:10.1016/j.jmaa.2007.07.039noneA. Baldi; F. MontefalconeA. Baldi; F. Montefalcon
AbstractLet X be a doubling metric measure space. If X has the δ-annular decay property for some δ∈(...
Let X,d,μ be a metric measures space satisfying the upper doubling conditions and the geometrically ...
AbstractWe develop some techniques for studying various versions of the function space BMO. Special ...
We study the space BMO () in the general setting of a measure space with a fixed collection of mea...
A new class of metric measure spaces is introduced and studied. This class generalises the well-esta...
A new class of metric measure spaces is introduced and studied. This class generalises the well-esta...
In this paper, we introduce and develop some new function spaces of BMO (bounded mean oscillation) t...
In this Master's Thesis we consider functions of Bounded Mean Oscillation in metric measure spaces. ...
Abstract. We study a class of spaces, JNp, related to BMO in the abstract setting of a metric space ...
AbstractWe study tent spaces on general measure spaces (Ω,μ). We assume that there exists a semigrou...
The authors give a definition of Morrey spaces for nonhomogeneous metric measure spaces and investig...
Suppose that (M,p,mu) is a metric measure space, which possesses two "geometric" properties, called ...
We consider two notions of functions of bounded variation in complete metric measure spaces, one due...
We consider two notions of functions of bounded variation in complete metric measure spaces, one due...
none2doi:10.1016/j.jmaa.2007.07.039noneA. Baldi; F. MontefalconeA. Baldi; F. Montefalcon
AbstractLet X be a doubling metric measure space. If X has the δ-annular decay property for some δ∈(...
Let X,d,μ be a metric measures space satisfying the upper doubling conditions and the geometrically ...
AbstractWe develop some techniques for studying various versions of the function space BMO. Special ...
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