A regular (respectively weakly regular) set for an incidence structure Q is a set S of points such that the identity is the unique automorphism of Q which maps S onto iteslf (respectively which fixes S pointwise). Regular and weakly regular sets in finite Minkowski planes are investigated in the paper.
Weakly Regular and Regular sets in Minkowski planes / Fiori, Carla; Rinaldi, Gloria. - In: JOURNAL OF GEOMETRY. - ISSN 0047-2468. - STAMPA. - 40:(1991), pp. 60-73.
Weakly Regular and Regular sets in Minkowski planes
FIORI, Carla;RINALDI, Gloria
1991
Abstract
A regular (respectively weakly regular) set for an incidence structure Q is a set S of points such that the identity is the unique automorphism of Q which maps S onto iteslf (respectively which fixes S pointwise). Regular and weakly regular sets in finite Minkowski planes are investigated in the paper.
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