Oops. I wrote there was no collocation for 'elementary proposition' in the OED. I now see there are three, in entries: 'order', 'quantity', and 'state' -- below. Second and third quotes pretty relevant. Cheers, JL ---- 1908 B. RUSSELL in Amer. Jrnl. Math. XXX. 238 A proposition containing no apparent variable we will call an elementary proposition... Elementary propositions together with such as contain only individuals as apparent variables we will call first-order propositions... We can thus form new propositions in which first-order propositions occur as apparent variables. These we will call second-order propositions... Thus, e.g., if Epimenides asserts â??all first-order propositions affirmed by me are falseâ??, he asserts a second-order proposition. Ibid., Propositions of order n..will be such as contain propositions of order n - 1, but of no higher order, as apparent variables. 1888 M. FREWEN Econ. Crisis i. 5 More emphatic still is John Stuart Mill's statement of the â??quantity theoryâ??. â??That an increase of the quantity of moneyâ?? , wrote Mill, â??raises prices, and a diminution lowers them, is the most elementary proposition in the theory of currency.â?? 1962 M. CRANSTON tr. Hartnack's Wittgenstein & Mod. Philos. ii. 13 A â??state of affairsâ?? is a fact that in itself does not consist of facts... A state of affairs is a combination of possible facts. Ibid. 14 If an elementary sentence, or, better, an elementary proposition is true, then the state of affairs which is spoken of exists. ------------------------------------------------------------------ To change your Lit-Ideas settings (subscribe/unsub, vacation on/off, digest on/off), visit www.andreas.com/faq-lit-ideas.html