AbstractThe couple {L1 + L∞, L1 ∩ L∞} is not a Calderón couple and the K-orbit of any element is described as a sum of two Marcinkiewicz spaces but the interpolation orbit is a sum of a Marcinkiewicz space and an Orlicz space
Questions of the theory of interpolation spaces have been considered. The aim to be attained is to s...
The main aim of this paper is to develop a general approach, which allows to extend the basics of Br...
AbstractWe study spaces generated by applying the interpolation methods defined by a polygon Π to an...
The couple {L1 + L∞, L1 ∩ L∞} is not a Calderón couple and the K-orbit of any element is described a...
We prove that an arbitrary Banach couple is uniquely determined by the collection of all its interpo...
We study those compatible couples of Banach spaces for which the complex method interpolation spaces...
AbstractSome general examples of non-interpolation pairs and spaces are presented. Necessary conditi...
Abstract Let ( A 0 , A 1 ) $(A_{0}, A_{1})$ be a compatible couple of normed spaces. We study the in...
AbstractIn this paper certain operator ideals are used to study interpolation orbit functors. It is ...
. We extend recent results by Pisier on K-subcouples, i.e. subcouples of an interpolation couple tha...
AbstractLet (A0, A1) be a compatible couple of Banach spaces in the interpolation theory sense. We g...
Suppose that X and Y are Banach couples and suppose that there is a bounded linear couple map Q from...
AbstractWe show that several interpolation functors, including the widely used real and complex meth...
International audienceLet $0<p<q\leq\infty$ and $\alpha \in (0,\infty]$. We give a characterization ...
AbstractTwo real interpolation functors F0, F1 are said to form a C-pair if (F0(X), F1(X)) is a Cald...
Questions of the theory of interpolation spaces have been considered. The aim to be attained is to s...
The main aim of this paper is to develop a general approach, which allows to extend the basics of Br...
AbstractWe study spaces generated by applying the interpolation methods defined by a polygon Π to an...
The couple {L1 + L∞, L1 ∩ L∞} is not a Calderón couple and the K-orbit of any element is described a...
We prove that an arbitrary Banach couple is uniquely determined by the collection of all its interpo...
We study those compatible couples of Banach spaces for which the complex method interpolation spaces...
AbstractSome general examples of non-interpolation pairs and spaces are presented. Necessary conditi...
Abstract Let ( A 0 , A 1 ) $(A_{0}, A_{1})$ be a compatible couple of normed spaces. We study the in...
AbstractIn this paper certain operator ideals are used to study interpolation orbit functors. It is ...
. We extend recent results by Pisier on K-subcouples, i.e. subcouples of an interpolation couple tha...
AbstractLet (A0, A1) be a compatible couple of Banach spaces in the interpolation theory sense. We g...
Suppose that X and Y are Banach couples and suppose that there is a bounded linear couple map Q from...
AbstractWe show that several interpolation functors, including the widely used real and complex meth...
International audienceLet $0<p<q\leq\infty$ and $\alpha \in (0,\infty]$. We give a characterization ...
AbstractTwo real interpolation functors F0, F1 are said to form a C-pair if (F0(X), F1(X)) is a Cald...
Questions of the theory of interpolation spaces have been considered. The aim to be attained is to s...
The main aim of this paper is to develop a general approach, which allows to extend the basics of Br...
AbstractWe study spaces generated by applying the interpolation methods defined by a polygon Π to an...
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