The Probability of a Past Event Is One
In recent posts, we’ve been discussing the difficulties inherent in defining and recognizing the miraculous. The skeptic usually approaches the issue with the set presupposition that miracles, however defined, are not possible. What the believer concludes is a miracle is in fact the product of limited knowledge or ignorance. The skeptic’s "god" – science – will someday show how the miracle we assumed occurred was actually no such thing at all.
This is a difficult topic to tackle in the abstract. If a miracle is defined as a departure from the known laws of nature, then it is easy to assert that with enough additional knowledge, we will be able to see that the event in question wasn’t actually a departure after all.
The problem with abstract discussions is that they sometimes cause us to lose focus on the issue at hand. The issue, as it relates to Christianity, is whether a particular miracle occurred. Did Jesus of Nazareth – the historical figure most scholars acknowledge lived and was crucified some two thousand years ago – emerge from his tomb in a resurrected and incorruptible body? Countless believers have staked their lives – their eternities – on the answer to that question.
The skeptic already has his answer: since a dead man always stays dead, it is exceedingly improbable that this account could be true. The "probabilities" favor some naturalistic explanation – he didn’t die, this was a myth, a product of hallucinations, etc. But approaching the issue in this fashion demonstrates an a priori rejection of the evidence that one is supposed to be considering. And relying on probabilities in making the assessment of whether a past event occurred is generally fallacious. A past event either occurred or it didn’t; the probability of a known past event is one.
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