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Re:Why quantum entanglement doesn't allow faster-than-light ... by Workaccount2 on Thursday March 28, 2024 @09:15AM (#39850944)
You cannot tell if a particle has been measured or not without...measuring it.

The key to understanding this is that _any_ interaction with anything counts as a "measurement" from the particles perspective.

I like to think that our simulation has a bandwidth compression algorithm that only decodes the state of a particle when it needs to calculate an interaction. Just like how your dungeon crawler doesn't spawn mobs until they are within interaction distance. But that's just fun head canon.

Re:Why quantum entanglement doesn't allow faster-than-light ... by mrkeen on Thursday March 28, 2024 @09:35AM (#39851216)
I don't dispute this, but it's indistinguishable from the 'no spooky action' hypothesis.

I can invent a story that the coin in my pocket has two sides, each of which is in a superposition of heads and tails.

If you disprove that by repeatedly looking at both sides and noting that they always end up different, then I can invent the story that the observed side tells the unobserved side what to become.

If you disprove that by separating the sides by a great distance before observing them both, I can invent the story that they coordinate instantaneously, ignoring the speed of light.

Re:Why quantum entanglement doesn't allow faster-than-light ... by slfnflctd on Thursday March 28, 2024 @09:49AM (#39851413)
I've never quite grasped this stuff to my satisfaction, and I strongly suspect part of why is because of some really bad popular examples (metaphors, allegories, thought experiments, whatever) which contain factually or logically incorrect language.

This comment chain is a prime example of the ways quantum mechanics are (mis)understood and how many of us struggle to fully reason out the implications of each piece of it. I hope we can all learn something.

Re:Why quantum entanglement doesn't allow faster-than-light ... by Jensson on Thursday March 28, 2024 @10:52AM (#39852336)
Fact is that the position isn't "unknown", it is in both positions at once. The double-slit experiment is strong evidence for this, we can see that the particle went through both slits at once by measuring a lot of particles and seeing where they end up.

If you block one slit and then shoot particles, then block the other slit and shoot particles, you end up with a completely different pattern than if you have both open at once.

This isn't difficult to understand, the only difficult part is people not wanting to believe it is true and trying to come up with classical explanations for quantum mechanics, even though we have hard proof that classical physics can't explain this.

The difficult part is that even though the particle went through both slits, it only ever ends up in a single spot at the end, that is the "wave function collapse", it was a wave that went through both slits, and then it collapses to a single point when we measure it at the end. That is still not well understood by anyone today.

https://en.wikipedia.org/wiki/Double-slit_experiment

Re:Why quantum entanglement doesn't allow faster-than-light ... by gaze on Thursday March 28, 2024 @09:49AM (#39851419)
No, you can’t tell if a particle has been measured or not _period_, without many identical copies of the same state and repeating the experiment many times.
Re:Why quantum entanglement doesn't allow faster-than-light ... by plagiarist on Friday March 29, 2024 @01:25PM (#39866660)
I've had a similar head canon that Planck lengths are the simulation's floating point epsilon.
Re:Why quantum entanglement doesn't allow faster-than-light ... by rbanffy on Friday March 29, 2024 @02:08PM (#39867161)
> _any_ interaction with anything counts as a "measurement" from the particles perspective.

"Measurement" is a terrible word we've been using, along with "observer".

What matters is information propagating from one system to another or, perhaps better, when the superposition has any external effect, then the superposition collapses and the system assumes a classical state.