Add to ORKGWe prove that there is a compact space $L$ and a complemented subspace of the Banach space $C(L)$ which is not isomorphic to a space of continuous functions.Comment: Version 2 of May 16, 2022; 19 page
1. Sobczyk’s theorem and how to prove it Sobczyk’s theorem is usually stated as: Every copy of c0 in...
Most of the material discussed below will appear in the forthcoming paper by T. Figiel, W. B. Johnso...
AbstractWe construct a compact linearly ordered space Kω1 of weight ℵ1, such that the space C(Kω1) i...
Summary: We have not addressed certain important problems that remain unsolved after many years conc...
Summary: We have not addressed certain important problems that remain unsolved after many years conc...
Cembranos and Freniche proved that for every two infinite compact Hausdorff spaces $X$ and $Y$ the B...
AbstractWe give several characterizations of those Banach spaces X such that the dual X∗ contains a ...
Throughout this note, whenever K is a compact space C(K) denotes the Banach space of continuous func...
summary:We show that as soon as $c_0$ embeds complementably into the space of all weakly compact ope...
summary:We show that as soon as $c_0$ embeds complementably into the space of all weakly compact ope...
In this short note we give a negative answer to a question of Argyros, Castillo, Granero, Jiménez an...
Orientador: Jorge Tulio Mujica AscuiDissertação (mestrado) - Universidade Estadual de Campinas, Inst...
Given a compact Hausdorff space K we consider the Banach space of real continuous functions C(K-n) o...
summary:In the paper [5] L. Drewnowski and the author proved that if $X$ is a Banach space containin...
summary:In the paper [5] L. Drewnowski and the author proved that if $X$ is a Banach space containin...
1. Sobczyk’s theorem and how to prove it Sobczyk’s theorem is usually stated as: Every copy of c0 in...
Most of the material discussed below will appear in the forthcoming paper by T. Figiel, W. B. Johnso...
AbstractWe construct a compact linearly ordered space Kω1 of weight ℵ1, such that the space C(Kω1) i...
Summary: We have not addressed certain important problems that remain unsolved after many years conc...
Summary: We have not addressed certain important problems that remain unsolved after many years conc...
Cembranos and Freniche proved that for every two infinite compact Hausdorff spaces $X$ and $Y$ the B...
AbstractWe give several characterizations of those Banach spaces X such that the dual X∗ contains a ...
Throughout this note, whenever K is a compact space C(K) denotes the Banach space of continuous func...
summary:We show that as soon as $c_0$ embeds complementably into the space of all weakly compact ope...
summary:We show that as soon as $c_0$ embeds complementably into the space of all weakly compact ope...
In this short note we give a negative answer to a question of Argyros, Castillo, Granero, Jiménez an...
Orientador: Jorge Tulio Mujica AscuiDissertação (mestrado) - Universidade Estadual de Campinas, Inst...
Given a compact Hausdorff space K we consider the Banach space of real continuous functions C(K-n) o...
summary:In the paper [5] L. Drewnowski and the author proved that if $X$ is a Banach space containin...
summary:In the paper [5] L. Drewnowski and the author proved that if $X$ is a Banach space containin...
1. Sobczyk’s theorem and how to prove it Sobczyk’s theorem is usually stated as: Every copy of c0 in...
Most of the material discussed below will appear in the forthcoming paper by T. Figiel, W. B. Johnso...
AbstractWe construct a compact linearly ordered space Kω1 of weight ℵ1, such that the space C(Kω1) i...