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- Euclidean_topology abstract "In mathematics, and especially general topology, the Euclidean topology is an example of a topology given to the set of real numbers, denoted by R. To give the set R a topology means to say which subsets of R are "open", and to do so in a way that the following axioms are met: The union of open sets is an open set. The finite intersection of open sets is an open set. The set R and the empty set ∅ are open sets.↑".
- Euclidean_topology wikiPageID "1482085".
- Euclidean_topology wikiPageRevisionID "581629442".
- Euclidean_topology hasPhotoCollection Euclidean_topology.
- Euclidean_topology subject Category:Topology.
- Euclidean_topology comment "In mathematics, and especially general topology, the Euclidean topology is an example of a topology given to the set of real numbers, denoted by R. To give the set R a topology means to say which subsets of R are "open", and to do so in a way that the following axioms are met: The union of open sets is an open set. The finite intersection of open sets is an open set. The set R and the empty set ∅ are open sets.↑".
- Euclidean_topology label "Euclidean topology".
- Euclidean_topology label "Euclidische topologie".
- Euclidean_topology label "Topología euclidiana".
- Euclidean_topology label "طوبولوجيا إقليدسية".
- Euclidean_topology sameAs Topología_euclidiana.
- Euclidean_topology sameAs Euclidische_topologie.
- Euclidean_topology sameAs m.0cnyzkx.
- Euclidean_topology sameAs Q2118078.
- Euclidean_topology sameAs Q2118078.
- Euclidean_topology wasDerivedFrom Euclidean_topology?oldid=581629442.
- Euclidean_topology isPrimaryTopicOf Euclidean_topology.