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6. Mathematics / B. Foundations for Mathematics / 3. Axioms for Geometry

10157	Tarski improved Hilbert's geometry axioms, and without set-theory [Tarski, by Feferman/Feferman]
	Full Idea: Tarski found an elegant new axiom system for Euclidean geometry that improved Hilbert's earlier version - and he formulated it without the use of set-theoretical notions.
	From: report of Alfred Tarski (works [1936]) by Feferman / Feferman - Alfred Tarski: life and logic Ch.9