Coarse-Tuning vs. Fine-Tuning
by Allen Hainline
I attended an interesting debate last Saturday night between Justin Schieber and Blake Giunta. Blake used the fine-tuning evidence as one argument for God’s existence and Justin countered by pointing to the Coarse-Tuning argument.
What is the Coarse-Tuning Argument?
Assuming that the various finely-tuned constants can take on any value up to infinity, then any finite life-permitting range (even a large one) would become an infinitesimal subset. Thus, even coarsely-tuned parameters could be considered improbable. This is often seen then as a reductio ad absurdum for fine-tuning – for then we should be equally surprised no matter how wide the range of life-permitting values is for a given constant (so long as it was finite).
Blake followed Robin Collins in arguing that coarse-tuning could still represent an improbable situation if indeed we knew that the possible values for the various constants could go to infinity. However, I don’t think many physicists would be persuaded of anything improbable if the universe only
required coarse-tuning rather than fine-tuning to support life. In fact this was the expectation prior to the pioneering work of Hoyle, Barrow, Tipler, Carter, and others. No one that I’m aware of argued that physics being life-permitting pointed to design until the life-permitting range of constants was discovered to be exceedingly narrow.
Why coarse-tuning would not be accepted as improbable?
Most physicists did not accept a Coarse-Tuning Argument not because it might not be improbable if the possible range was infinite, but rather due to skepticism that the possible range of constants could be infinite. If David Hilbert was right, actual infinities are nowhere to be found in reality and it would be impossible for the constants to be infinite. See my previous blog for a discussion of some of the issues associated with actually infinite quantities. Even if Hilbert is incorrect, one could still argue that one can estimate probabilities by taking limits and that Hilbert’s Hotel shows simply the counter-intuitive nature of dealing with infinities. Even if the actually infinite is possible, physicists generally reject candidate theories that entail the actually infinite – at least if the equations cannot be renormalized to avoid the infinities…
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