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05-08-2002, 01:43 PM | #151 |
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A quick observation: God could actually exist and anonymousj's argument could still be unsound, in that premise one might not follow.
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05-08-2002, 05:02 PM | #152 | |
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Quote:
God Bless, Kenny [ May 08, 2002: Message edited by: Kenny ]</p> |
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05-08-2002, 05:30 PM | #153 | |
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Kenny,
Quote:
Of course, since the claim that a god exists is unproven, any argument starting with "if a god exists" is useless. Sincerely, Goliath |
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05-08-2002, 05:42 PM | #154 | |
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Quote:
God Bless, Kenny |
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05-08-2002, 09:55 PM | #155 |
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Interesting. Perhaps you could actually lay out such a truth table? The statement "If something exists, then God exists" seems to imply that it follows from something existing that God exists, not just that both statement are true.
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05-08-2002, 11:49 PM | #156 | |
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Quote:
T => T: true F => T: true T => F: false F => F: true Thus "If the moon is made of green cheese, then 1+1=2" is a true statement. The distinction that you feel in your post has often be called "formal implication" (as above) vs. "material implication" (it follows by some deduction process). However, in formal logic it is impossible to draw, for: "From A, you can deduce B => A" is a rule of deduction. At least, that's how I see it; IOW, I agree with Kenny, for what it's worth .... Regards, HRG. |
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05-09-2002, 05:34 AM | #157 |
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"If something exists, then God exists"
This is not a valid argument. "Because something exists, God exists" This is a valid argument. "if" and "then" should under no circumstances be used in the premise of an argument. Thats just basic logic. |
05-09-2002, 08:30 AM | #158 |
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wordsmyth ,
Although I'm not well aquainted with formal logic, it seems to me that logic is sufficiently modular that an argument could be treated on the whole as a premise. |
05-09-2002, 08:48 AM | #159 | |
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Quote:
<a href="http://atheism.about.com/library/FAQs/blfaq_logic_argnot.htm" target="_blank">FAQ</a> |
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05-09-2002, 09:03 AM | #160 |
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Wordsmyth,
I took a quick look at the site you linked in your last post, but I don't see where it says what you say it says. Maybe I just need more help (on this point-- I know that many of you think that I need a great deal of help on a lot of other things). Let me recommend a logic site- <a href="http://www.philosophypages.com/lg/index.htm" target="_blank">Logic</a> This site has been created using, among other texts, the Copi and Cohen text that I currently use. A relevant section is called 'Argument Form'. Therein you will find 1. If P then Q, 2. P ---- 3. Q presented as one of the most basic forms of argument. cheers, anonymousj |
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