Ternary Operations as Primitive Notions for Constructive Plane Geometry VI

Mathematical Logic Quarterly 41 (3):384-394 (1995)
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Abstract

In this paper we provide quantifier-free, constructive axiomatizations for several fragments of plane Euclidean geometry over Euclidean fields, such that each axiom contains at most 4 variables. The languages in which they are expressed contain only at most ternary operations. In some precisely defined sense these axiomatizations are the simplest possible

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Axiomatizing geometric constructions.Victor Pambuccian - 2008 - Journal of Applied Logic 6 (1):24-46.

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