If there’s some kind of measure of “observer weight” over the whole mathematical universe, we might be already much larger than 1/3^^^3 of it, so the total utilitarian can only gain so much.
Could you provide some intuition for this? Naively, I’d expect our “observer measure” over the space of mathematical structures to be 0.
The weight could be something like the algorithmic probability over strings(https://en.wikipedia.org/wiki/Algorithmic_probability), in which case universes like ours with a concise description would get a fairly large chunk of the weight.
Could you provide some intuition for this? Naively, I’d expect our “observer measure” over the space of mathematical structures to be 0.
The weight could be something like the algorithmic probability over strings(https://en.wikipedia.org/wiki/Algorithmic_probability), in which case universes like ours with a concise description would get a fairly large chunk of the weight.