Can an all knowing, all powerful god exist while Godel Theorem is true?
Isn't any god that is all knowing a violation of Godel's theorem?
An all powerful God has the power to prove all theorems of mathematics. He can make a formal system that is both complete and consistent.
So therefore if God, Godel's theorem has a contradiction. If Godel's theorem is true, then no God.
Seems to me your definition of God is the dude that can violate the laws of logic and Godel's theorem.
So all you've proven is that it is irrational and illogical to have the concept of God in your mind.
This criticism has already been answered in the original post.
Maybe you can enlighten me on how it was rebutted. All you said in your supposed rebuttal was that Godel Theorem can not be applied to God. So you have no rebuttal, all you did was restate the criticism. If Godel's theorem can't be applied to the question of god, why even create this post?
Sir Valiant for Truth
Maybe you can enlighten me on how it was rebutted. All you said in your supposed rebuttal was that Godel Theorem can not be applied to God. So you have no rebuttal, all you did was restate the criticism. If Godel's theorem can't be applied to the question of god, why even create this post?
Stop global whining.