Abstract
1. The surface here discussed arises most naturally in the study of a certain cubic primal in space of five dimensions. Let G be a cubic primal in five-dimensional space, containing two planes M1, M2 which do not intersect. From any point of G can be drawn one transversal to M1, M2; this does not meet G again, and meets a fixed prime p in one point. Thus G can be birationally projected upon p, and is rational.
Publisher
Cambridge University Press (CUP)
Cited by
1 articles.
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1. Geometry at Cambridge, 1863–1940;Historia Mathematica;2006-08