You say this, but you haven't actually explained how.
I explained it in the next paragraph, which you just quoted.
Yes, I'm aware. That's the point. Manipulating the hypothesis can give you any Bayes factor you want, because the probability of the result given the hypothesis is not dependent on how probable the actual hypothesis is.
WTF!? Your reasoning is so bizarre, I don't even know how to correct it. It makes so little sense, it doesn't even rise to the level of "wrong." If you change the hypotheses you're comparing,
of course you'll get a different Bayes factor. By definition, it
is a different Bayes factor. But that's not "manipulation." It's comparing different models.
My point is that Bayesian formulas are easily manipulated.
If they are, you sure haven't shown it.
In order to have any actual weight as evidence, the priors must be clearly defined....
No, no, no, no, no! The Bayes factor does not depend on the priors. I can't believe you still don't understand this. The whole point of computing the Bayes factor in the first place is because the Bayes factor, or "weight of the evidence," is independent of the priors.
This is Jabba's fundamental issue with Bayes throughout this thread. He is saying that, since the probability of his existence is one given that he has an immortal soul, and the probability of his existence would be much less than that if he didn't, the former hypothesis must be true. The Bayes factor is very high, after all.
As I have explained before, the fundamental issue with Jabba's argument is that under both hypotheses, he can only observe the data (E), that he exists, if, in fact, he exists. Thus he is conditioning the data on the data itself. That is, his Bayes factor is
P(E|E, H1) / P(E|E, H2) = 1 / 1 = 1 ,
which, ironically, is the same mistake you made above.
Correct conclusion. Wrong reason for it.