Titlebook: General Galois Geometries; J.W.P Hirschfeld,J.A. Thas Book 2016 Springer-Verlag London 2016 Finite Geometry.Finite Field.Algebraic Variety

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Cohesion Policy in the European UnionLet . be an .-space in PG(., .), ., and let .. with . linearly independent points of .

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,Punk and Hardcore – an Introduction,A . . of (finite) . or . ., is a set . of elements called . together with distinguished subsets called subspaces with the following properties.

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Karl H. Hofmann,Paul S. MostertIn this chapter, ovoids, spreads and .-systems of finite classical polar spaces are introduced. Also SPG-reguli, SPG-systems, BLT-sets and sets with the BLT-property are defined. The main results on these topics are given, all without proof.

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Grassmann varieties,Let . be an .-space in PG(., .), ., and let .. with . linearly independent points of .

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Veronese and Segre varieties,The . of all quadrics of ., is the variety . of . with ., where .; then . is a variety of dimension ..

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滑稽

https://doi.org/10.1007/978-1-4471-6790-7Finite Geometry; Finite Field; Algebraic Variety; Quadric; Hermitian Variety; Grassmann Variety; Incidence