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FelixBlue
Guest
This is a topic that came up in another thread. Since it wasn’t exactly addressing what the original thread was about, I thought I’d bring it up here.
The question: is it possible to prove atheism as it would be possible to prove theism?
The argument raised in the other thread was that, no, it is not possible to prove atheism because atheism is a negative…a negation of theism. Thus, the argument went, atheism is irrational and impossible to prove.
In my mind, this seems wrong headed. First, while it is true to say that atheism is a negative, it is only linguistically. It is the linguistic negative of the word theism. Fine. But that doesn’t mean the reality behind the word is a negative. If God does not exist, that simply means that there is in reality no God, which is a positive state of being.
Thus it seems possible to argue rationally that there is no God. But I will leave the argument itself up to the atheists.
I bring this up because I think it is a week argument for the theist to say that one can’t prove atheism b/c one can’t prove a negative, and then let the argument drop at that.
Thoughts?
The question: is it possible to prove atheism as it would be possible to prove theism?
The argument raised in the other thread was that, no, it is not possible to prove atheism because atheism is a negative…a negation of theism. Thus, the argument went, atheism is irrational and impossible to prove.
In my mind, this seems wrong headed. First, while it is true to say that atheism is a negative, it is only linguistically. It is the linguistic negative of the word theism. Fine. But that doesn’t mean the reality behind the word is a negative. If God does not exist, that simply means that there is in reality no God, which is a positive state of being.
Thus it seems possible to argue rationally that there is no God. But I will leave the argument itself up to the atheists.
I bring this up because I think it is a week argument for the theist to say that one can’t prove atheism b/c one can’t prove a negative, and then let the argument drop at that.
Thoughts?