On the \(C_k\)-stable closure of the class of (separable) metrizable spaces

From MaRDI portal
Publication:284074

DOI10.1007/s00605-015-0840-6zbMath1359.54013arXiv1412.2216OpenAlexW3103003063MaRDI QIDQ284074

Saak S. Gabriyelyan, Taras Banakh

Publication date: 17 May 2016

Published in: Monatshefte für Mathematik (Search for Journal in Brave)

Full work available at URL: https://arxiv.org/abs/1412.2216




Related Items (25)

Topological properties of function spaces \(C_{k}(X,2)\) over zero-dimensional metric spaces \(X\)\(\omega^{\omega}\)-base and infinite-dimensional compact sets in locally convex spaces\(\omega^\omega\)-dominated function spaces and \(\omega^{\omega}\)-bases in free objects of topological algebraThe Ascoli property for function spacesOn the Ascoli property for locally convex spacesDescriptive topology for analystsThe \(k_R\)-property in free topological groupsOn spaces defined by Pytkeev networksTopological properties of function spaces over ordinalsOn reflexivity and the Ascoli property for free locally convex spacesLusin and Suslin properties of function spacesTopological properties of strict (\textit{LF})-spaces and strong duals of Montel strict (\textit{LF})-spacesLocal completeness of \(C_k(X)\)A Banach space characterization of (sequentially) Ascoli spacesAscoli and sequentially Ascoli spacesLocally convex spaces and Schur type propertiesStrict Pytkeev networks with sensors and their applications in topological groupsThe \(k_{R}\)-property of free abelian topological groups and products of sequential fansTopological properties of inductive limits of closed towers of metrizable groupsFree locally convex spaces with a small baseAscoli's theorem for pseudocompact spacesThe Ascoli property for function spaces and the weak topology of Banach and Fréchet spacesTopological properties of spaces of Baire functionsLocally convex properties of free locally convex spacesOn \(\mathfrak{P}\)-spaces and related concepts



Cites Work


This page was built for publication: On the \(C_k\)-stable closure of the class of (separable) metrizable spaces