Lebesgue covering dimension

invariant associated to a topological space; the smallest integer 𝑛 such that, for every cover, there is a refinement in which every point lies in the intersection of at most 𝑛+1 covering sets
rdfs:label
"Lebesgue covering dimension"@en
skos:altLabel
"topological dimension"@en
schema:description
"invariant associated to a topological space; the smallest integer 𝑛 such that, for every cover, there is a refinement in which every point lies in the intersection of at most 𝑛+1 covering sets"@en
schema:dateModified "2026-04-01T05:47:11+00:00"^^xsd:dateTime
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Inverse relations

[ .. ] → wdt:P2578 → Lebesgue covering dimension

[ .. ] → wdt:P1552 → Lebesgue covering dimension

[ .. ] → wdt:P800 → Lebesgue covering dimension

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