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Mr.Ex_Nihilo
Guest
So is the idea of God and metaphysics in general when one contrasts these revelations to the approach of the logical positivist.This is completely far fetched and totally irrelevant. The Ancient Greeks are to logic what phrenologists are to psychiatrists.
But that doesn’t seem to be stopping you from using divine revelation to define characteristics of God, now does it?
If you’re using classical logic to define the charactersitics of God, then the entire basis of your argument crumbles to the ground unless you allow for divine revelation to provide insight into the very nature of God.As for “definition of truth that agrees with the true meaning of reality”, that’s on the level of crystal balls and mistress cleo. You cannot add to a logical argument or detract from it by grabbing things out of the air.
It’s not my view. It’s the view of formal logic.Well, that’s your view.
Consequently, since you’ve allowed for divine revelation to inform you on the nature of God, and since you actually have only faith to verify the truth of these Godly characterisitcs, you actually are engaging in a speculation that cannot actually be verified according to the rules of formal logic.
In effect, you are using these rules only insofar as you believe them to be a method whereby you can test the internal consistency of your own claims.
But if you are allowing for that, then you should also be prepared to go one step further examine your own claims in the light of how your claims potentially contradict eath other.
Define ‘somewhat believable’.My view is very simple on this matter: I can use the terms in a way that’s somewhat believable without contradiction.
That’s not what I’m saying at all.Maybe you think the universe doesn’t agree with my use of the words, but again, that is not an issue of logic.
What I’m saying is that your claims that these Godly charactersitics are not contradictory is essentially proven false by the fact that your claims do actually appear to contradict each other upon further examination.
No. That’s how formal logic works.That’s a completely different issue.
That’s why I said, "I’ll come back to this later.The only thing relevant here is deduction. I didn’t make any inductive statements.
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