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An application of Pappus' Involution Theorem to Cayley–Klein projective models
Volume 59, no. 1
(2018),
pp. 143–156
https://doi.org/10.33044/revuma.v59n1a07
Abstract
Pappus' Involution Theorem is useful for proving incidence relations in the hyperbolic and elliptic planes. This fact is exemplified with the proof of a theorem about a family of 4-gons in the hyperbolic and elliptic planes. This non-Euclidean theorem is also re-interpreted in multiple ways, providing some other theorems for different figures in the hyperbolic plane.
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Published by the Unión Matemática Argentina |
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