Tarski's Axiomatization of the Reals
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Tarski's Axiomatization of the Reals

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High Quality Content by WIKIPEDIA articles! In 1936, Alfred Tarski set out an axiomatization of the real numbers and their arithmetic, consisting of only the 8 axioms shown below and a mere four primitive notions: the set of reals denoted R, a binary total order over R, denoted by infix , a binary operation of addition over R, denoted by infix +, and the constant 1. The literature occasionally mentions this axiomatization but never goes into detail, notwithstanding its economy and elegant metamathematical properties. This axiomatization appears little known, possibly because of its second-orde...