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Re: Just in case The usage of this to mean "iff" is fairly common in philosophy; I've even seen it in intro logic texts. I consider it an aberration. I've heard it explained by one who used it as more or less short for "only if", which is also often (incorrectly in my opinion) used where "iff" should be. William J. Rapaport Associate Professor of Computer Science Center for Cognitive Science Dept. of Computer Science||internet: rapaportMail to author|Respond to list|Read more issues|LINGUIST home page|Top of issuecs.buffalo.edu SUNY Buffalo ||bitnet: rapaport
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I am a logician. I studied with Tarski and Mates at Berkeley and with Church at Princeton. Montague was a fellow student. I was a colleague of Suppes. I met and known in my life Russell, Carnap, Godel, Quine, Heyting, Beth, Mostowski, Kreisel, Kleene, Rosser, Robinson, Dummmett, and many, many more logicians. My impression is that none of these people would be surprised by the use of "just in case" for "if, and only if". (Someone should ask Quine, since he is very sensitive to language and terminology -- in many languages.) Here is my explanation about how this usuage came about. First, in mathematics it is quite common to say things like: "The number x solves the problem just in these cases: x < 3 or x > 7." And there might just be a single case, say, x = 0, for some problems. Here the word "case" means "particular instance," which I believe is a well accepted sense. (And, of course, the word has other meanings as well.) In more logical talk we say quite naturally, "It is the case that "All me are mortal" is true." Even in everyday speech the question, "Just what IS the case?", means clearly, "Come on, will you finally tell me what is the real truth about the matter!" So, with the usual slide between use and mention (and without bringing in quasiquotes), it does not seem difficult to understand how people would say "P, just in case Q" for "It is the case that P is true exactly when (in the particular instance that) Q is true." And this works out equivalent to "P if, and only if, Q". Is anyone convinced by this explanation? -- DANA SCOTTMail to author|Respond to list|Read more issues|LINGUIST home page|Top of issue