A projectie confined configuration C in terms of a non-degenerate octagon gives rise to a configurational condition, whose affine specialization is equivalent to the affine Pappos condition, whereas the little specialization is equivalent to the little Desdargues condition. In Pappian projective planes the configuration C can be completed to a configuration of type $(12_4,16_3)$.
Octagonality conditions in projective and affine planes
FUNK, Martin
1988-01-01
Abstract
A projectie confined configuration C in terms of a non-degenerate octagon gives rise to a configurational condition, whose affine specialization is equivalent to the affine Pappos condition, whereas the little specialization is equivalent to the little Desdargues condition. In Pappian projective planes the configuration C can be completed to a configuration of type $(12_4,16_3)$.File in questo prodotto:
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