There are several ways to estimate the probability of a dead person coming alive again.
But there are very few ways to estimate the probability of anything to do with God, as you know full well, jeremy.
If you bring God into the equation it becomes impossible to assign a probability to anything. In Alan's quote from WLC, the logic is absolutely fine.
I appreciate that confirmation. Onto the rest now though...
In purely natural terms, given what we know of quantum mechanics and entropy (this is B the background knowledge), Pr(M) is virtually zero.
Why? No-one is arguing that Jesus was resurrected naturally. I would agree with you that this probability would be "virtually zero" if that were the claim, but it isn't.
If M is "Jesus was resurrected" then Pr(M|B) is a tiny tiny number.
But Pr(M|B) is the probability that Jesus was raised by God.
This means that the probability of the evidence we have existing given the resurrection must vastly outweigh the probability of the evidence existing if there was no resurrection.
N/a, because it is comparing the wrong thing.
And by the way calculating the probability of the evidence we have mustn't just take into account the evidence that exists, it must take into account the evidence that doesn't exist. For example let's say the "miracle" is Boris Johnson made a speech in the House of Commons today. So we look for evidence and we find a TV report purporting to show Boris Johnson making a speech today. So we say P(E|M) is reasonably high and P(E| not M) is fairly low on the grounds we don't normally expect people to fabricate TV news reports. But wait, we would also expect the speech to be recorded in Hansard. If the speech is not there, that fact is part of E and it substantially lowers P(E|M).
I would count that as part of the evidence. If there were no speech recorded in Hansard, that would be better counted as part of the evidence, would it not? It would keep the maths simpler.
That's all well and good, but if God exists, what probability do we assign to M? If it's the Christian god, it's 1. If it's the Muslim god, it's 0. The whole calculation goes out the window because a fundamental assumption where probability is concerned is that there isn't somebody behind the scenes rigging the odds.
"Rigging the odds" is a perjorative way of saying "Fitting the scenario."
Unfortunately, we can't assume God exists for two reasons. Firstly, the death and resurrection of Jesus is one of Alan's Flakey Five arguments for God.
No, jeremy, the death and resurrection of Jesus isn't a flakey anything for the existence of God.
You have been on this forum long enough to know what we mean by Alan's "flakey five". Stop being a dick.
I sort of agree (don't faint). We have to avoid arguing in a circle here. We must not assume that God actually does exist in order to demonstrate that Jesus probably was raised from the dead and then use Jesus having been raised from the dead to demonstrate that God exists. Avoiding this means that the first part of the RHS, i.e. B below, is difficult to calculate
A B C
Pr(M|E&B) = Pr(M|B) x Pr(E|M&B)
----------- ------------ -------------
Pr(non-M|E&B) Pr(not-M|B) Pr(E|not-M&B)
This is the bit I am trying to get my head around. Would you agree that C is a large figure? I'm not asking you to say that C x B >1, but just wanting to see what we do agree on, even if it does bring us to an agreed probability A.