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#21 |
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Is there something that connects expansion to having a direction in time for you to discount any other cause? ------------------------- Time is the distance between events. The further the distance the slower the time. If the expansion rate is greater than the time rate, the events will receed. Distance is gathered by the gravitational force. The resulting equal but opposite reaction is expansion. So events remain local. For a short period of time... Hope that helps. This may or may not be written by something slightly coherent |
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#22 |
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#23 |
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Heheheheh. He plays with us allowing us to even believe we can live through the debate, but just when we think we are getting on top of things he crushes us in his jaws with a deft statement such as above. :-)) ![]() |
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#24 |
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it actually says a lot about the idea of this thread, of which the summarising looks like a bit monumental with some consideration. For a generalist and a poor mathematician, who likes to keep the bridges open, it is almost impossible to get a deep understanding of all the theoretical alternatives and that's where the confusion lies. :-)) |
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#25 |
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#26 |
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#27 |
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I thought decoherence or wave function collapse was a symptom of measurement in our classical universe and that in the Many Worlds Interpretation an 'entangled' superposition persists. Need an enlightened one to help me out on this? :-)) One thing that may be a point of confusion in this thread is that if A and B are entangled, then measurement of A (or B) generally destroys the entanglement between A and B. In other words, entanglements generally don't persist. |
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#28 |
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#29 |
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#30 |
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Would it be permissable to speculate that for any physical change to occur, a wave function collapse might be necessary, but the moment of collapse might not have to be present during the moment of change? |
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#31 |
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I was just wondering how you could 'in a laboratory' in principle ever achieve a superposition that was not entangled in some way with another object. :-)) |
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#32 |
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A single particle in a pure quantum state is a superposition, but there is no entanglement because there is only one particle. However, when the particle is measured, it becomes entangled with the measuring device (and us when we look at the measuring device). |
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#34 |
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#35 |
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#36 |
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#37 |
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Surely it is just not entangled with respect to the basis vector that was being measured. What about the rest of the superposition? :-)) |
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#39 |
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Once you measure one of the photons, there is no longer a superposition and the two-particle state is just the tensor product of the two single-particle states, which means that the two photons are now independent. |
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#40 |
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Originally Posted by KJW (Maths) |
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