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Christian_Szegedy comments on Why Many-Worlds Is Not The Rationally Favored Interpretation - Less Wrong
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Comments (98)
That explains the decoherence as a phenomenon (which I never doubted), but does not explain the subjectively perceived probability values as a function of the wave function.
Ah. On that front, as a mathematician, I'm more than willing to extend my intuitions about discrete numbers of copies to intuitions about continuous measures over sets of configurations. I think it's a bit misleading, intuition-wise, to think about "what I will experience in the future", given that my only evidence is in terms of the state of my current brain and its reflection of past states of the universe.
That is, I believe that I am a "typical" instance of someone who was me 1 year prior, and in that year I've observed events with frequencies matching the Born statistics. To explain this, it's necessary and sufficient for the universe to assign measure to configurations in the way the Schrödinger equation does (neglecting the fact that some different equation is necessary in order to incorporate gravity), resulting in a "typical" observer recalling a history which corresponds to the Born probabilities.
The only sense in which the Born probabilities present me with a quandary is that the universe prefers the L^2 norm to the L^1 norm; but given the Schrödinger equation, that seems natural enough for mathematical reasons.
I think we start to walk in circles. What simply seem to declare your faith(?) that the universe is somehow forced to use the specific quantitative rule while at the same time admitting that you find it strange that it is one norm and not the another (also ad hoc) one.
I don't see how this contradicts the grand-grand-...parent post http://lesswrong.com/lw/19s/why_manyworlds_is_not_the_rationally_favored/151w .
I don't disagree with your general sentiment, but it would be far-fetched to say the problem is solved. It is not (to my best knowledge) and no declaration of faith changes that until a precise mathematical model is presented giving gap-free, quantitative derivations of the experimental results.
However, I would be delighted to chat with you a bit IRL if you still happen to live in Berkeley. I am also a mathematician living in Berkely and I guess it could be fun to share some thoughts over a beer or at a cafe. Drop me a PM, if you are interested.