ThomasT
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OK, so we have F = G (m1m2/r2), which tells us that the strength of the gravitational force between two masses is proportional to their product and inversely proportional to the square of the distance between them. What is it that you think this equation is indicating as being propagated instantaneously?
Can you give an example of whatever it is that you're talking about, because I have no idea what you're talking about and I'd rather not guess.Hurkyl said:Rigid objects are an even more blatant example of non-locality -- and can be used in a far more obvious fashion to communicate over arbitrary distances.
Then don't believe that. Anyway, you misunderstood. My statement was in reference to the wave complex picture.Hurkyl said:I find it difficult to believe you can feel competent enough to discuss in threads like this without knowing Newton's law of universal gravitations.
The OP asked how one understands nonlocality. My answer is that there's nothing to understand. It's a pseudo-problem. Nonlocality doesn't exist.
Of course, if you've got a bona fide example of nonlocality, then I'd be most interested to see it.