mikeyork
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anorlunda said:Doesn't that overstate it?
I think of two free electrons, initially unentangled, whose trajectories pass very close to each other. They can become entangled into a singlet pair as they pass in proximity, and remain entangled as they separate.
But space and time is highly relevant. If they did not come in close proximity, they would not become entangled, hence spatial relevance. Time is relevant because there are before and after entanglement states. Future events can disentangle them, so time is again relevant.
p.s. "god idea" great pun![]()
You have described how an external observer sees things when they impose a space-time frame. And, yes, I see your point that we can't ignore that an observer's view of the entangling interaction requires spatial coincidence (or at least proximity). But the intrinsic entanglement that results remains independent of both the observer's space-time frame and the space-time co-ordinates of each electron relative to the other.

