My understanding of QM is only surface-level, so there may be subtleties I'm missing, but this presentation's arguments against the many-worlds interpretation seem pretty weak. Page 28 grudgingly alludes to the idea that MWI could be simpler than other theories ("Objection based on surprisingly common misconception that standard QM defined solely by Schrödinger's equation ... It is only within a many-worlds framework…
Not even wrong: Why does nobody like pilot-wave theory? [pdf]
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Re: Not even wrong: Why does nobody like pilot-wave theory? [pdf]
#32I am sure that laymen like it - because it seems to offer an "intuitive" picture of the wave-particle dualism. Problem is, neither QFT nor modern deeper theories such as strings gain anything from this kind of metaphysical image.
Re: Not even wrong: Why does nobody like pilot-wave theory? [pdf]
#33Earlier quoted context omitted.
Amazingly, we have an experiment that shows that this is not the case, if you make some pretty reasonable assumptions. It's based on Bell's theorem. Your statement is very intuitive, and the fact that it may be wrong is very surprising. https://en.m.wikipedia.org/wiki/Bell%27s_theorem#Bell_inequa... EDIT: tone.
> if you make some reasonable assumptions Not everyone agrees on what is "reasonable". I have no problem giving up locality, but "true" randomness (i.e., information generated without an algorithm) seems like a philosophical cop out. Note that something can also be globally deterministic but indeterministic from the perspective of a subsystem. In this sense, the universe would appear random as far as we're concerned,…
Re: Not even wrong: Why does nobody like pilot-wave theory? [pdf]
#34I have an unrelated question to the physics nerds. Is it even possible to determine whether the universe is deterministic or not from inside the universe? Let's imagine a simplified example. I give you two sets of numbers (let's pretend they are atom coordinates). One set is purely random, another one is generated with a very simple formula (example: f(n) = SHA256(N + salt)). I will give you as many of the numbers as…
What about the universes in the multiverse where 'multiverse theory' is wrong, and there is no multiverse? Are they islands? Are they like multiverse 'diodes' which may allow only one-way travel into that universe, but from which return to the larger multiverse is impossible?
Re: Not even wrong: Why does nobody like pilot-wave theory? [pdf]
#35I have an unrelated question to the physics nerds. Is it even possible to determine whether the universe is deterministic or not from inside the universe? Let's imagine a simplified example. I give you two sets of numbers (let's pretend they are atom coordinates). One set is purely random, another one is generated with a very simple formula (example: f(n) = SHA256(N + salt)). I will give you as many of the numbers as…
Re: Not even wrong: Why does nobody like pilot-wave theory? [pdf]
#36Other theories don't rule out nonlocality anyway. And I'd rather have nonlocality than their non realism!!
Re: Not even wrong: Why does nobody like pilot-wave theory? [pdf]
#37Earlier quoted context omitted.
Any randomness could in principle be predetermined. God could have rolled the dice ahead of time.
It can also be explained by branching. Run a simulation of a universe, and every time a random bit is required, fork into two separate processes. One where the "random" bit is 1 and another where the bit is 0. From the inside, it would seem indistinguishable from true randomness. But the system as a whole is purely deterministic.
Re: Not even wrong: Why does nobody like pilot-wave theory? [pdf]
#38Re: Not even wrong: Why does nobody like pilot-wave theory? [pdf]
#39I have an unrelated question to the physics nerds. Is it even possible to determine whether the universe is deterministic or not from inside the universe? Let's imagine a simplified example. I give you two sets of numbers (let's pretend they are atom coordinates). One set is purely random, another one is generated with a very simple formula (example: f(n) = SHA256(N + salt)). I will give you as many of the numbers as…
Going to piggyback with a question unrelated to yours but tangental to the topic: What about the universes in the multiverse where 'multiverse theory' is wrong, and there is no multiverse? Are they islands? Are they like multiverse 'diodes' which may allow only one-way travel into that universe, but from which return to the larger multiverse is impossible?
Re: Not even wrong: Why does nobody like pilot-wave theory? [pdf]
#40I have an unrelated question to the physics nerds. Is it even possible to determine whether the universe is deterministic or not from inside the universe? Let's imagine a simplified example. I give you two sets of numbers (let's pretend they are atom coordinates). One set is purely random, another one is generated with a very simple formula (example: f(n) = SHA256(N + salt)). I will give you as many of the numbers as…