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- Q3391357 subject Q7413914.
- Q3391357 subject Q8824657.
- Q3391357 abstract "In mathematics, a non-Desarguesian plane, named after Girard Desargues, is a projective plane that does not satisfy Desargues' theorem, or in other words a plane that is not a Desarguesian plane. The theorem of Desargues is valid in all projective spaces of dimension not 2, that is, all the classical projective geometries over a field (or division ring), but Hilbert found that some projective planes do not satisfy it. Understanding of these examples is not complete, in the current state of knowledge.".
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- Q3391357 wikiPageWikiLink Q7413914.
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- Q3391357 wikiPageWikiLink Q877775.
- Q3391357 wikiPageWikiLink Q8824657.
- Q3391357 comment "In mathematics, a non-Desarguesian plane, named after Girard Desargues, is a projective plane that does not satisfy Desargues' theorem, or in other words a plane that is not a Desarguesian plane. The theorem of Desargues is valid in all projective spaces of dimension not 2, that is, all the classical projective geometries over a field (or division ring), but Hilbert found that some projective planes do not satisfy it.".
- Q3391357 label "Non-Desarguesian plane".