(Bell's theorem is basically maths to figure out if the photons have to 'know' the angle between the polarisers rather than just say start off with the same polarisation.)
(Bell's theorem is basically maths to figure out if the photons have to 'know' the angle between the polarisers rather than just say start off with the same polarisation.)
So essentially you have an ever growing set of merging and splitting history branches, always growing for every point in space, continously.
I've got no idea how to make that work for your example of polarizers, or for the example of delayed quantum eraser experiments, etc... The surface of the bubbles apparantly have to carry all of that information and there must be some mechanism for them to decide which ones interact with which others.
It's possible though unlikely that they could be expanding no faster than the speed of a walking scientist - if nothing else in the universe is yet causally determined by the outcome.
It seems to me that you have a valve that instantly opens/close a different valve at an arbitrary distance.
right?
You can see intuitively why this can't convey information. You always get both answers (in different "worlds").
It's "And to explain this, we postulate that a whole new universe appears fully formed out of nowhere, with an identical history but a distinguishable future, because it does."
I suppose it's possible. But it doesn't seem very parsimonious - because you effectively have to double the energy in the multiverse for every distinguishable quantum event.
Does conservation of energy not apply in the multiverse? Are universes - as many as you need - free at point of sale?