Of Course We’re Living in a Simulation
wired.com
wired.com
May I see those equations or formulas or whatever?
> I find the article's claim that those who disagree most strongly are scientists - the very people most likely to understand and apply Bayesian statistics - incredible.
Scientists have another great instrument called Occam's razor. You know, if the claim about "we are living in simulation" or maybe "there is a small kettle on Earth's orbit" has no outcomes then why to believe it?
Suppose you have some universe with volume V, and some number of simulations inside it with volumes v1, v2, v3.
Now if you naively count the number of "universes", as proponents of the simulation idea appear to be doing, then yes, 1 + 1 + 1 > 1. By integer count there are more simulated universes. Congratulations, you can add.
This, is stupid.
Because no matter how many simulations are contained in the parent universe, by volume, v1 + v2 + v3 + ... + vn < V. The total amount of available space in the real universe is much, much greater. For example, let's say you have a supercomputer somewhere performing a detailed simulation of a hydrogen atom. Now let's say you are given a hydrogen atom and are asked to guess whether it's the simulated one or one of the real ones. Well, the number of simulated atoms is one. But the number of real ones is around 10^82. Even though there is one real universe and one simulated "universe", that does not imply that the hydrogen atom is equally likely to come from either one. Not even remotely close to it.
And that's true always and obviously.
(Note: by "volume" here I would mean specifically the amount of information contained or the degrees of freedom, as I do realize the physics can be different in the simulated universe).
Is it obviously always true under arbitrarily different laws of physics?
Which laws of physics you choose are irrelevant; information is information.
Boswell 1763