Some relations between the spectral theory for linear operators and the complex theory of interpolation for families of Banach spaces are studied. An invertibility theorem is proven, and size estimates for the spectra of operators on the interpolation spaces are given
This textbook introduces spectral theory for bounded linear operators by focusing on (i) the spectra...
We investigate the behaviour of the measure of non-compactness of an operator under real interpolati...
Let A be a linear bounded operator from a couple ~X = (X0, X1) to a couple ~Y = (Y0, Y1) such that t...
AbstractSome relations between the spectral theory for linear operators and the complex theory of in...
AbstractSome relations between the spectral theory for linear operators and the complex theory of in...
AbstractLet (B0, B1) be an interpolation pair of Banach spaces, and let T: Bj → Bj be a bounded line...
We study spectral properties of operators on logarithmic perturbations of the real interpolation spa...
AbstractA detailed development is given of a theory of complex interpolation for families of Banach ...
AbstractStein's theorem on the interpolation of a family of operators between two analytic spaces is...
In this work, evidently, for the first time there is built multiparame-ter spectral theory of operat...
AbstractLet (B0, B1) be an interpolation pair of Banach spaces, and let T: Bj → Bj be a bounded line...
This book is dedicated to the spectral theory of linear operators on Banach spaces and of elements i...
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 develop the real interpolation theory for operator spaces. We show that the main theorems...
This textbook introduces spectral theory for bounded linear operators by focusing on (i) the spectra...
We investigate the behaviour of the measure of non-compactness of an operator under real interpolati...
Let A be a linear bounded operator from a couple ~X = (X0, X1) to a couple ~Y = (Y0, Y1) such that t...
AbstractSome relations between the spectral theory for linear operators and the complex theory of in...
AbstractSome relations between the spectral theory for linear operators and the complex theory of in...
AbstractLet (B0, B1) be an interpolation pair of Banach spaces, and let T: Bj → Bj be a bounded line...
We study spectral properties of operators on logarithmic perturbations of the real interpolation spa...
AbstractA detailed development is given of a theory of complex interpolation for families of Banach ...
AbstractStein's theorem on the interpolation of a family of operators between two analytic spaces is...
In this work, evidently, for the first time there is built multiparame-ter spectral theory of operat...
AbstractLet (B0, B1) be an interpolation pair of Banach spaces, and let T: Bj → Bj be a bounded line...
This book is dedicated to the spectral theory of linear operators on Banach spaces and of elements i...
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 develop the real interpolation theory for operator spaces. We show that the main theorems...
This textbook introduces spectral theory for bounded linear operators by focusing on (i) the spectra...
We investigate the behaviour of the measure of non-compactness of an operator under real interpolati...
Let A be a linear bounded operator from a couple ~X = (X0, X1) to a couple ~Y = (Y0, Y1) such that t...
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