The idea that maximally-coherent agents look like squiggle-maximizers raises the question: what would it look like for humans to become maximally coherent?
One answer, which Yudkowsky gives here, is that conscious experiences are just a "weird and more abstract and complicated pattern that matter can be squiggled into".
But that seems to be in tension with another claim he makes, that there's no way for one agent's conscious experiences to become "more real" except at the expense of other conscious agents—a claim which, according to him, motivates average utilitarianism across the multiverse.
Clearly a squiggle-maximizer would not be an average squigglean. So what's the disanalogy here? It seems like @Eliezer Yudkowsky is basically using SSA, but comparing between possible multiverses—i.e. when facing the choice between creating agent A or not, you look at the set of As in the multiverse where you decided yes, and compare it to the set of As in the multiverse where you decided no, and (if you're deciding for the good of A) you pick whichever one gives A a better time on average.
Yudkowsky has written before (can't find the link) that he takes this approach because alternatives would entail giving up on predictions about his future experiences—e.g. constantly predicting he's a Boltzmann brain and will dissolve in the next second. But this argument by Wei Dai shows that agents which reason in this way can be money-pumped by creating arbitrarily short-lived copies of them. Based on this I claim that Yudkowsky's preferences are incoherent, and that the only coherent thing to do here is to "expect to be" a given copy in proportion to the resources it will have available, as anthropic decision theory claims. (Incidentally, this also explains why we're at the hinge of history.)
But this is just an answer, it doesn't dissolve the problem. What could? Some wild guesses:
It depends upon whether the maximizer considers its corner of the multiverse to be currently measurable by squiggle quality, or to be omitted from squiggle calculations at all. In principle these are far from the only options as utility functions can be arbitrarily complex, but exploring just two may be okay so long as we remember that we're only talking about 2 out of infinity, not 2 out of 2.
An average multiversal squigglean that considers the current universe to be at zero or negative squiggle quality will make the low quality squiggles in order to redu... (read more)