Let (Q, R, R) be a finite 2-net and F a non empty family of involutory permutations on Q. In this paper the properties of F are found for Q to be a hyperbolic quadric in a 3-dimensional Galois space PG(3,q) and F the family of the involutions of Q defined by the points in PG(3,q) not on Q.
On embeddable Minkowski planes / LO RE, PIA MARIA; Olanda, Domenico. - In: JOURNAL OF GEOMETRY. - ISSN 0047-2468. - STAMPA. - 21:(1983), pp. 138-145.
On embeddable Minkowski planes
LO RE, PIA MARIA;OLANDA, DOMENICO
1983
Abstract
Let (Q, R, R) be a finite 2-net and F a non empty family of involutory permutations on Q. In this paper the properties of F are found for Q to be a hyperbolic quadric in a 3-dimensional Galois space PG(3,q) and F the family of the involutions of Q defined by the points in PG(3,q) not on Q.File in questo prodotto:
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