In the future, it may be possible for you to scan your own brain and create copies of yourself. With the power of a controllable superintelligent AI, it may even be possible to create very accurate instances of your past self (and you could take action today or in the near future to make this easier by using lifelogging tools such as these glasses).
So I ask Less Wrong: how valuable do you think creating extra identical, non-interacting copies of yourself is? (each copy existing in its own computational world, which is identical to yours with no copy-copy or world-world interaction)
For example, would you endure a day's hard labor to create an extra self-copy? A month? A year? Consider the hard labor to be digging a trench with a pickaxe, with a harsh taskmaster who can punish you if you slack off.
Do you think having 10 copies of yourself made in the future is 10 times as good as having 1 copy made? Or does your utility in copies drop off sub-linearly?
Last time I spoke to Robin Hanson, he was extremely keen on having a lot of copies of himself created (though I think he was prepared for these copies to be emulant-wage-slaves).
I have created a poll for LW to air its views on this question, then in my next post I'll outline and defend my answer, and lay out some fairly striking implications that this has for existential risk mitigation.
For those on a hardcore-altruism trip, you may substitute any person or entity that you find more valuable than your own good self: would you sacrifice a day of this entity's life for an extra copy? A year? etc.
UPDATE: Wei Dai has asked this question before, in his post "The moral status of independent identical copies" - though his post focuses more on lock-step copies that are identical over time, whereas here I am interested in both lock-step identical copies and statistically identical copies (a statistically identical copy has the same probability distribution of futures as you do).
In Solomonoff induction, the weight of a program is the inverse of the exponential of its length. (I have an argument that says this doesn't need to be assumed a priori, it can be derived, though I don't have a formal proof of this.) Given that, it's easy to see that the total weight of all the weird interpretations is negligible compared to that of the normal interpretation.
It's true that some things become easier when you try to restrict your attention to "our single physical world", but other things become less easy. Anyway, that's a metaphysical question, so let's leave it aside; in which case, to be consistent, we should also forget about the notion of simulations and look at an at least potentially physical scenario.
Suppose the copy took the form of a physical duplicate of our solar system, with the non-interaction requirement met by flinging same over the cosmic event horizon. Now do you think it makes sense to assign this a positive utility?
I don't see why. My utility function could also assign a negative utility to (some, not necessarily all) 'weird' interpretations whose magnitude would scale exponentially with the bit-lengths of the interpretations.
Is there a proof that this is inconsistent? if I understand correctly, you're saying that any utility function that assigns very large-magnitude negative utility to alternate interpretations of patter... (read more)