AbstractSome general examples of non-interpolation pairs and spaces are presented. Necessary conditions for interpolation are established which determine the first type of examples. Constructions connected with the relative completion and a property of the K-functional provide the second class of examples. These techniques provide new information about non-interpolation of symmetric spaces
We study spaces generated by applying the interpolation methods defined by a polygon Π to an N-tuple...
AbstractWe consider certain real interpolation methods for families of Banach spaces. We also define...
AbstractInterpolation methods are introduced which have specific application in the function space s...
AbstractSome general examples of non-interpolation pairs and spaces are presented. Necessary conditi...
AbstractWe show that several interpolation functors, including the widely used real and complex meth...
AbstractWe give embeddings theorems for some quasi-Banach spaces constructed from couples of certain...
AbstractThe couple {L1 + L∞, L1 ∩ L∞} is not a Calderón couple and the K-orbit of any element is des...
AbstractA comparative study is made of the various interpolation spaces generated with respect to n-...
The final version of this paper appears in: "Journal of the London Mathematical Society" 44(2) (1991...
AbstractWe study spaces generated by applying the interpolation methods defined by a polygon Π to an...
We prove that an arbitrary Banach couple is uniquely determined by the collection of all its interpo...
The theory of interpolation spaces originally arose from an attempt to gene-ralize the classical int...
International audienceLet $0<p<q\leq\infty$ and $\alpha \in (0,\infty]$. We give a characterization ...
(i) We prove that intermediate Banach spaces A, B with respect to arbitrary Hilbert couples H, K are...
AbstractUsing tensor products of Banach couples we study a class of interpolation functors with the ...
We study spaces generated by applying the interpolation methods defined by a polygon Π to an N-tuple...
AbstractWe consider certain real interpolation methods for families of Banach spaces. We also define...
AbstractInterpolation methods are introduced which have specific application in the function space s...
AbstractSome general examples of non-interpolation pairs and spaces are presented. Necessary conditi...
AbstractWe show that several interpolation functors, including the widely used real and complex meth...
AbstractWe give embeddings theorems for some quasi-Banach spaces constructed from couples of certain...
AbstractThe couple {L1 + L∞, L1 ∩ L∞} is not a Calderón couple and the K-orbit of any element is des...
AbstractA comparative study is made of the various interpolation spaces generated with respect to n-...
The final version of this paper appears in: "Journal of the London Mathematical Society" 44(2) (1991...
AbstractWe study spaces generated by applying the interpolation methods defined by a polygon Π to an...
We prove that an arbitrary Banach couple is uniquely determined by the collection of all its interpo...
The theory of interpolation spaces originally arose from an attempt to gene-ralize the classical int...
International audienceLet $0<p<q\leq\infty$ and $\alpha \in (0,\infty]$. We give a characterization ...
(i) We prove that intermediate Banach spaces A, B with respect to arbitrary Hilbert couples H, K are...
AbstractUsing tensor products of Banach couples we study a class of interpolation functors with the ...
We study spaces generated by applying the interpolation methods defined by a polygon Π to an N-tuple...
AbstractWe consider certain real interpolation methods for families of Banach spaces. We also define...
AbstractInterpolation methods are introduced which have specific application in the function space s...
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