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Regular Banach space net and abstract-valued Orlicz space of range-varying type
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Abstract
This paper investigates the abstract-valued Orlicz space of range-varying type. We firstly give the notions and examples of partially continuous modular net and regular Banach space net of type (II), then deal with the definitions, constructions, and geometrical properties of the range-varying Orlicz spaces, including representation of the dual
$\begin{array}{}
L_{+}^{\varphi}
\end{array}$(I, Xθ(⋅))*, and reflexivity of Lφ(I, Xθ(⋅)), under some reasonable conditions. As an application, we finally make another approach to the real interpolation spaces constructed by a generalized Φ-function.
Title: Regular Banach space net and abstract-valued Orlicz space of range-varying type
Description:
Abstract
This paper investigates the abstract-valued Orlicz space of range-varying type.
We firstly give the notions and examples of partially continuous modular net and regular Banach space net of type (II), then deal with the definitions, constructions, and geometrical properties of the range-varying Orlicz spaces, including representation of the dual
$\begin{array}{}
L_{+}^{\varphi}
\end{array}$(I, Xθ(⋅))*, and reflexivity of Lφ(I, Xθ(⋅)), under some reasonable conditions.
As an application, we finally make another approach to the real interpolation spaces constructed by a generalized Φ-function.
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