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- Path: sparky!uunet!mcsun!sun4nl!cwi.nl!frankt
- From: frankt@cwi.nl (Frank Teusink)
- Newsgroups: sci.logic
- Subject: Re: A only if B
- Message-ID: <7563@charon.cwi.nl>
- Date: 14 Oct 92 10:16:21 GMT
- References: <Bw2noB.6tE@newsflash.concordia.ca>
- Sender: news@cwi.nl
- Lines: 28
-
- seldin@alcor.concordia.ca ( JONATHAN SELDIN ) writes:
-
- [stuff deleted]
-
- >Think of A if and only if B. This is A <--> B; A if B is clearly
- >B --> A, and so A only if B must be A --> B.
-
- >Another way to think of this is in terms of truth table values.
- >In A only if B, the case that is excluded is that A is true and B
- >is false; A only if B is true (truth functionally) in all other
- >cases. This gives us the truth table for A --> B.
-
- I agree totaly in the mathemathical sense. But I think that when
- we use the phrase "only if" in language, the "if" part is often
- implicite. I would not say "Tom will come only if we invite him",
- if I thought that even with an invitation, Tom might not come.
- This "if" part might even be considered stronger in the phrase
- "Only if we invite him, Tom will come to diner". So, I think
- that if you're interpreting a text, the `A <-- B' part should
- follow immediatly, while one should somehow look more closely
- whether or not `A --> B' is implicitely assumend.
-
- >Jonathan P. Seldin
- >Department of Mathematics seldin@alcor.concordia.ca
- >Concordia University seldin@vax2.concordia.ca
- >7141 Sherbrooke Street West, Montreal, Quebec, Canada, H4B 1R6
-
- Frank Teusink
-