Add to ORKGThe problem of coincidence of the interpolation spaces obtained by use of the interpolation method of Gustavsson-Peetre generated by (parameters) quasi-concave functions is investigated. It is shown that a restriction of this method to the class of all non-trivial Banach couples gives different interpolation spaces whenever two different parameters satisfying some conditions are used
We study those compatible couples of Banach spaces for which the complex method interpolation spaces...
In this paper we study interpolation problems for pairs of matrix functions of the extended Nevanlin...
AbstractThe intermediate spaces in the Lions-Peetre method of interpolation, between the class of co...
The problem of coincidence of the interpolation spaces obtained by use of the interpolation method o...
AbstractWe give embeddings theorems for some quasi-Banach spaces constructed from couples of certain...
AbstractA comparative study is made of the various interpolation spaces generated with respect to n-...
It is shown that the main results of the theory of real interpolation, i.e. the equivalence and reit...
The theory of interpolation spaces has its origin in the classical work of Riesz and Marcinkiewicz b...
We establish results on interpolation of Rosenthal operators, Banach-Saks opera-tors, Asplund operat...
AbstractTwo real interpolation functors F0, F1 are said to form a C-pair if (F0(X), F1(X)) is a Cald...
We investigate the stability of isomorphisms acting between interpolation spaces generated by the me...
Two reiteration theorems for triples of quasi-Banach function lattices are given. As a by-product of...
The aim of part I and this paper is to study interpolation problems for pairs of matrix functions of...
We prove that an arbitrary Banach couple is uniquely determined by the collection of all its interpo...
This thesis investigates properties of spaces generated by Peetre's K-method and uses the K-method t...
We study those compatible couples of Banach spaces for which the complex method interpolation spaces...
In this paper we study interpolation problems for pairs of matrix functions of the extended Nevanlin...
AbstractThe intermediate spaces in the Lions-Peetre method of interpolation, between the class of co...
The problem of coincidence of the interpolation spaces obtained by use of the interpolation method o...
AbstractWe give embeddings theorems for some quasi-Banach spaces constructed from couples of certain...
AbstractA comparative study is made of the various interpolation spaces generated with respect to n-...
It is shown that the main results of the theory of real interpolation, i.e. the equivalence and reit...
The theory of interpolation spaces has its origin in the classical work of Riesz and Marcinkiewicz b...
We establish results on interpolation of Rosenthal operators, Banach-Saks opera-tors, Asplund operat...
AbstractTwo real interpolation functors F0, F1 are said to form a C-pair if (F0(X), F1(X)) is a Cald...
We investigate the stability of isomorphisms acting between interpolation spaces generated by the me...
Two reiteration theorems for triples of quasi-Banach function lattices are given. As a by-product of...
The aim of part I and this paper is to study interpolation problems for pairs of matrix functions of...
We prove that an arbitrary Banach couple is uniquely determined by the collection of all its interpo...
This thesis investigates properties of spaces generated by Peetre's K-method and uses the K-method t...
We study those compatible couples of Banach spaces for which the complex method interpolation spaces...
In this paper we study interpolation problems for pairs of matrix functions of the extended Nevanlin...
AbstractThe intermediate spaces in the Lions-Peetre method of interpolation, between the class of co...