Bayes’ Theorem and the LCA |
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A Brief Recap
For those who aren’t familiar with Bayes’ theorem, I recommend reading this quick introduction to Bayes’ theorem. To recap my series on the LCA a bit, here’s one of the versions I used (one I labeled LCA 1A):
- Everything that exists has an explanation of its existence, either in the necessity of its own nature or an external cause.
- The universe exists.
- If the universe does have an explanation for its existence, that explanation is God.
- Therefore, the universe has an explanation of its existence (from 1 and 2).
- Therefore, the explanation for the existence of the universe is God (from 3 and 4).
- Everything that exists has an explanation of its existence, either in the necessity of its own nature or an external cause.
- The contingent universe exists.
- If the contingent universe has an explanation for its existence, that explanation is God.
- Therefore, the contingent universe has an explanation of its existence (from 1 and 2).
- Therefore, the explanation of the contingent universe is God (from 3 and 4).
- Everything that exists has an explanation of its existence, either in the necessity of its own nature or an external cause.
- The contingent universe exists.
- If the contingent universe has an explanation for its existence, that explanation is is an eternal, transcendent, metaphysically necessary, personal entity.
- Therefore, the contingent universe has an explanation of its existence (from 1 and 2).
- Therefore, the explanation of the contingent universe is an eternal, transcendent, metaphysically necessary, personal entity (from 3 and 4).
Maverick Atheism’s Rebuttal
Maverick Atheism attacked the first premise and argued that perhaps the universe does not have an explanation for its existence. The position he put forward:
So we can accept that ceteris paribus a worldview that explains e.g. why there is something rather than nothing is better than one that doesn’t, but given the plausibility of physical reality existing eternally without an external cause, the degree of evidential support this provides is rather small.There is an element of plausibility in this; most of us can at least envisage the physical universe existing eternally with no external cause. But now consider the following scenario, borrowing largely from my first article on the Leibnizian cosmological argument.
Suppose we humans learned of an eternally existing monument at the center of the universe that says, “I, the Lord thy God, am the sustainer of the universe and have sustained it throughout all eternity” (if questions of different languages bother you, imagine further that it displays this message through a kind of mechanical telepathy such that anybody who looks at the monument sees the message in her own language).Most of us can at least envisage the monument existing eternally and without an external cause for its existence. Still, somehow the monument existing eternally with no explanation for its existence sounds rather implausible here. Why?
One factor is the likelihood of there being a monument like this in the absence of a sufficient reason for its existence (like some intelligent entity being the external cause of the monument’s existence), and intuitively that likelihood is low. Where H is the hypothesis (of there being a sufficient reason) and E is the evidence (the monument’s existence), we might say that Pr(E|¬H) is very low. If you’ll recall my quick introduction to Bayes’ theorem, you’ll know that a low Pr(E|¬H) is a factor in making Pr(H|E) high.
Is the likelihood of there being something rather than nothing extremely low in the absence of a sufficient reason, an improbability akin to the hypothetical monument existing without a sufficient reason? Maybe not. Still, the question, “Why is there something rather than nothing?” is interesting precisely because (in the absence of a sufficient reason) it seems like it could have been the case that there existed nothing rather than something. Something very similar holds with the contingent universe, since the contingent universe is the totality of contingent things and thus “no contingent thing exists” is no less a real possibility than “nothing at all exists.” Similarly, “no physical thing exists” is no less a real possibility than “nothing at all exists.” In this article, I’ll examine the insights Bayes’ theorem has on this possibility of there being nothing rather than something.
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