Finite geometry MOC

Galois geometry

The Galois geometry is an -dimensional finite projective space given by the projectivization of a -dimensional vector space over the Galois field of order , geo i.e.

All finite projective spaces of dimension are isomorphic to a Galois geometry.¹

Properties

• Number of subspaces of a Galois geometry

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tidy | en | sembr

Footnotes

1. 2020. Finite geometries, ¶4.6, p. 77 ↩