Jan 15 2021
Multiverses and the Inverse Gambler’s Fallacy
I was intrigued by an article in Scientific American by philosopher, Philip Goff, mainly because I disagree with his ultimate conclusion. He makes a very cogent logical argument, but I am having trouble with one piece of it. Here’s the quick summary:
The core enigma is the fine-tuning problem with the universe. There are a number of physical constants, such as gravity, the charge of an electron, etc., and the behavior of stuff in the universe depends on the values of all these constants. The problem is that if the values of all these constants was not pretty much exactly what they are, then complex life would not be possible in our universe. Clearly complex life is possible, because we exist, so how do we explain the fabulously improbable physical laws of the universe? To put this into perspective, Goff points out that:
The physicist Lee Smolin has calculated that the odds of life-compatible numbers coming up by chance is 1 in 10229.
The notion that this just happened by chance, and that we are incredibly lucky to exist, is not satisfying. What are some possible explanations for this highly improbable fact? One is that some powerful being (i.e. God) made the universe with these precise values so that complex life could exist. This does not solve the problem, however, it just pushes back the mystery one step – for where did God come from? I also reject this answer as an obvious “god of the gaps” argument – filling in an unknown by invoking, essentially, magic. It gets us nowhere. Another possible answer is that there is some underlying reason for the laws of physics, a metalaw, that determines that these constants must have these values. We don’t know what this could be, but at least this is something to investigate.