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- Erdős_space abstract "In mathematics, Erdős space is a topological space named after Paul Erdős.Erdős space is defined as the set E of points in the Hilbert space l2 of square summable sequences having all coordinates rational. Erdős space is a totally disconnected, one-dimensional topological space. The space E is homeomorphic to the direct product E×E. Endowed with the compact-open topology, the set of all homeomorphisms of the Euclidean space Rn leaving the set Qn of vectors with rational coordinates invariant is homeomorphic to the Erdős space for n ≥ 2.".
- Erdős_space wikiPageID "30749895".
- Erdős_space wikiPageRevisionID "536743395".
- Erdős_space subject Category:Topological_spaces.
- Erdős_space comment "In mathematics, Erdős space is a topological space named after Paul Erdős.Erdős space is defined as the set E of points in the Hilbert space l2 of square summable sequences having all coordinates rational. Erdős space is a totally disconnected, one-dimensional topological space. The space E is homeomorphic to the direct product E×E.".
- Erdős_space label "Erdős space".
- Erdős_space sameAs Erd%C5%91s_space.
- Erdős_space sameAs Q5385319.
- Erdős_space sameAs Q5385319.
- Erdős_space wasDerivedFrom Erdős_space?oldid=536743395.