Add to ORKGand deep admiration for his useful and creative work during the last 40 years We establish interpolation formulæ for operator spaces that are components of a given quasi-normed operator ideal. Sometimes we assume that one of the couples involved is quasi-linearizable, some other times we assume injectivity or surjectivity in the ideal. We also show the necessity of these suppositions. 1
The problem from which this article originated is the following: given an operator $T:E→ F$ between ...
summary:Given any operator ideal $\mathcal{I}$, there are two natural functionals $\gamma_{\mathcal{...
This paper is concerned with nonlinear interpolation of operators acting on some well-known interpol...
We establishin terpolation formulæ for operator spaces that are components of a given quasi-normed o...
AbstractWe give embeddings theorems for some quasi-Banach spaces constructed from couples of certain...
Let A be a linear bounded operator from a couple X = (X0, X1) to a couple Y = (Y0, Y1) such that the...
AbstractWe develop the real interpolation theory for operator spaces. We show that the main theorems...
Let A be a linear bounded operator from a couple ~X = (X0, X1) to a couple ~Y = (Y0, Y1) such that t...
This note comprises a synthesis of certain results in the theory of exact interpolation between Hilb...
This note comprises a synthesis of certain results in the theory of exact interpolation between Hilb...
AbstractWe consider closed operator ideals, which mean operator ideals A whose components A(E, F) ar...
AbstractWe give embeddings theorems for some quasi-Banach spaces constructed from couples of certain...
We present a counterexample that solves, with a negative answer, an open problem in the theory of co...
The problem from which this article originated is the following: given an operator $T:E→ F$ between ...
WOS: A1992HB13100014Given vectors x and y in a Hilbert space, an interpolating operator is a bounded...
The problem from which this article originated is the following: given an operator $T:E→ F$ between ...
summary:Given any operator ideal $\mathcal{I}$, there are two natural functionals $\gamma_{\mathcal{...
This paper is concerned with nonlinear interpolation of operators acting on some well-known interpol...
We establishin terpolation formulæ for operator spaces that are components of a given quasi-normed o...
AbstractWe give embeddings theorems for some quasi-Banach spaces constructed from couples of certain...
Let A be a linear bounded operator from a couple X = (X0, X1) to a couple Y = (Y0, Y1) such that the...
AbstractWe develop the real interpolation theory for operator spaces. We show that the main theorems...
Let A be a linear bounded operator from a couple ~X = (X0, X1) to a couple ~Y = (Y0, Y1) such that t...
This note comprises a synthesis of certain results in the theory of exact interpolation between Hilb...
This note comprises a synthesis of certain results in the theory of exact interpolation between Hilb...
AbstractWe consider closed operator ideals, which mean operator ideals A whose components A(E, F) ar...
AbstractWe give embeddings theorems for some quasi-Banach spaces constructed from couples of certain...
We present a counterexample that solves, with a negative answer, an open problem in the theory of co...
The problem from which this article originated is the following: given an operator $T:E→ F$ between ...
WOS: A1992HB13100014Given vectors x and y in a Hilbert space, an interpolating operator is a bounded...
The problem from which this article originated is the following: given an operator $T:E→ F$ between ...
summary:Given any operator ideal $\mathcal{I}$, there are two natural functionals $\gamma_{\mathcal{...
This paper is concerned with nonlinear interpolation of operators acting on some well-known interpol...