Can the Fundamental (Homotopy) Group of a Space be the Rationals?
From MaRDI portal
Publication:3810545
DOI10.2307/2047190zbMath0661.55012OpenAlexW4255782914MaRDI QIDQ3810545
Publication date: 1988
Full work available at URL: https://doi.org/10.2307/2047190
Related Items (26)
Embeddings of locally compact abelian \(p\)-groups in Hawaiian groups ⋮ Polish topologies for graph products of cyclic groups ⋮ The right homotopy shift in the fundamental groups of inverse limits ⋮ Metric spaces with discrete topological fundamental group ⋮ Realizations of countable groups as fundamental groups of compacta ⋮ Discrete subgroups of locally definable groups ⋮ Inverse limit slender groups ⋮ Homotopical smallness and closeness ⋮ Shift maps and their variants on inverse limits with set-valued functions ⋮ On definable subgroups of the fundamental group ⋮ Unnamed Item ⋮ Homotopy properties of subsets of Euclidean spaces ⋮ The uses of set theory ⋮ On the fundamental group of inverse limits ⋮ A parallel to the null ideal for inaccessible \(\lambda\). I ⋮ Strong dichotomy of cardinality ⋮ On the homotopy groups of separable metric spaces ⋮ On the \(p\)-rank of \(\mathrm{Ext}(A,B)\) for countable Abelian groups \(A\) and \(B\). ⋮ On the fundamental groups of one-dimensional spaces ⋮ Uncountable groups and the geometry of inverse limits of coverings ⋮ Deeply concatenable subgroups might never be free ⋮ Polish topologies for graph products of groups ⋮ Free \(\sigma\)-products and fundamental groups of subspaces of the plane ⋮ Algebraic topology of Peano continua ⋮ On fundamental groups of compact Hausdorff spaces ⋮ The fundamental groups of one-dimensional spaces and spatial homomorphisms
Cites Work
This page was built for publication: Can the Fundamental (Homotopy) Group of a Space be the Rationals?