In a message dated 5/1/2009 11:18:24 P.M. Eastern Daylight Time, rpaul@xxxxxxxx writes: I believe you are talking about De Interpretatione, 12 a[n]d 13. Why, is not exactly clear. ---- Well, a few comments. First, my apology. That post distributed yesterday was distributed by mistake. I was working on it, and said, "This is not ready for the forum, under the circumstances", so _sent_ it to myself. But this was a mistake. What I did do was to send it to the list! Imagine my panic! --- Ditto I had composed posts on other topics, which I'm keeping for a collective post in the future. --- I do think it _may_ be Prior Analytics, Book I, chapter 8. I found it in a googlebooks edition. Tried to print it for which I downloaded the whole book, but the machine printed the wrong page. I think in both De Interpretatione and Prior Analytics Aristotle speaks of what we may call the 'modal square of opposition'. The phrase I got via google hit for the exact phrase, "the necessary is contingent". --- --- This was in connection with McEvoy's use of words like 'logical necessity' _resulting_ in 'logical possibility'. It would seem that 'contingent' requires a closure tag, "something is contingent if it is _not_ true in all possible worlds". But why someone may want to restrict an otherwise nice word like that escapes me. --- While I agreed with Wittgenstein that tautologies don't speak about the world, I'm less sure about contradictions. They either. But Grice notes, "Do not say what you believe to be false", so the uttering of a contradiction has to be interpreted, charitably, as an _irony_. ("My girlfriend is not a girl", etc.). --- I believe what McEvoy may be into is logical versus metalogical distinctions. It seems Wittgenstein was wedded to a bivalent standard interpretation. Hence his love for things like "~(p & ~p)", or "p v ~p" as both being vacuous tautologies. But that depends on the introduction and elimination axioms for, say, 'v' (disjunction). This is a metalogic (natural deduction) constraint. So the type of _necessity_ this brings is best understood alla the Second Wittgenstein, as a move in a conversational game that defines what sentences are axioms and theorems and what sentences are not (merely _contingencies_). The phrase 'contingency free' I found, hateful as it is, in the OED, as a new addendum from the USA. I would have also used 'contingency planning'. If it's all contingent, as I think it is, and Aristotle too, then that's otiose and redundant for 'planning' simpliciter. The article by Noel Burton-Roberts is called "Modality and Implicature" -- and myself, elsewhere has analysed what Davis calls 'modal implicatures' (chapter 3, section 13, I believe) in his book on "Implicature" (Cambridge University Press). One of his examples: "I may tell you how much I love you" vs. "I must tell you how much I love you". For surely it's the issue of whether <must, may> for a scale for scalar implicature, which I think they do (i.e. an ordered pair where 'must' entails 'may', and 'may' only implicates [and thus can be cancelled out] not must'. Thanks to R. Paul for the quotes. I'll try to find the context for De Interpretatione too, and I hope I was not (too) wrong about the Arist Pr. I, 8 (It's page 107, I believe on that google book). Cheers, J. L. Speranza, Buenos Aires. **************Access 350+ FREE radio stations anytime from anywhere on the web. Get the Radio Toolbar! (http://toolbar.aol.com/aolradio/download.html?ncid=emlcntusdown00000003) ------------------------------------------------------------------ To change your Lit-Ideas settings (subscribe/unsub, vacation on/off, digest on/off), visit www.andreas.com/faq-lit-ideas.html