https://en.wikipedia.org/wiki/Best_of_all_possible_worlds

We see something like this in evolutionary justifications of various phenotypic 
traits, the most egregious being evolutionary psychology, but including Nick's 
hyena penis and the ontological status of epiphenomena. Yes, I'm posting this 
in part because of EricC's kindasorta Voltaire-ish response to what might seem 
like my Leibnizian defense of bureaucracy. But I'm also hoping y'all could help 
with the question I ask later.

Of course, I'm more on Spinoza's (or Lewis') side, here, something closer to a commitment to the existence of 
all possible worlds. I'm in a running argument at our pub salon about the metaphysical question "Why is 
there something, rather than nothing?" My personal answer to that question, unsatisfying to the 
philosopher who asked it, is that this is either a nonsense question *or* it relies fundamentally on the 
ambiguity in the concepts of "something" and "nothing". Every denial of the other 
proposed answers (mostly cosmological) involves moving the goal posts or invoking persnickety metaphysical 
assumptions that weren't laid out when the question was asked. ... it's just a lot of hemming and hawing by 
those who want to remain committed to their own romantic nonsense.

But a better answer might be something like: Because the size of the set of 
possible worlds where there is something is *so much larger* than the size of 
the set of worlds where there is nothing. And one might even argue that all the 
possible worlds where there is nothing are degenerate, resulting in only 1 
possible world with nothing. [⛧]

I don't think this is a probabilistic argument. But I'm too ignorant to be 
confident in that. Can any of you argue one way or the other? Is this argument 
from size swamping probabilistic, combinatorial? Or can I take a Lewisian 
stance and assert that all the possible worlds do, already, exist and this is 
just a numbers thing?


[⛧] This is not my own metaphysics, assuming that's stable, which is ... uh ... 
semi-monist (?) ... maybe pseudo-monist ... along the lines of an open-ended, 
increasing degrees of freedom universe ... whatever that might turn out to mean.

--
glen
Theorem 3. There exists a double master function.


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