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On 9/16/2015 5:18 AM, Spike wrote:
On 15/09/2015 15:32, rickman wrote: On 9/15/2015 5:10 AM, Spike wrote: On 14/09/2015 22:32, Dave Platt wrote: In article , One of the weird things about entanglement (and what Einstein called "spooky action at a distance") is the following paradox: - Measurements have shown that interacting with one of a pair of entangled particles, has a definite effect on the state of the other member of the pair. This effect occurs regardless of distance, and isn't affected by lightspeed delay. If that is so, then the possibility of a communication channel must exist, the transmission mechanism of which is being used by the particles . It doesn't "must" exist. The possibility of a comms system must exist using this effect. That the engineers haven't found a way to exploit it is a different issue. Stating a fact does not make it true. There is no principle that requires this to make instantaneous comms possible. Just the opposite, although the principle it would break is not inherent in any other set of rules. It is a conclusion drawn on the basis of our present understanding of the universe. Measuring the state of either particle determines the state of both. So how do you gain any information at the receiving end by this? That's the problem. There is no way to transfer info usefully. One needs to lard in some other factor. Imagine Hertz asking what use his waves could be, all he could do with them is turn them on and off. Got any ideas on what the other lard factor would be? No one else can figure it out. Maybe we should reanimate Hertz and ask him. Maybe not. I think QM would blow his mind and he might go zombie on us. The reasons are (as I said, weird) that when you interact with particle A, the effect on particle B is one which you can't actually detect independently (that is, by measuring particle B alone). You have to compare the measurement on Particle B, with information that you can only get from the measurement that was taken Particle A, to confirm that the effect actually occurred... With a million Particles A in a device called a 'transmitter'' and in a distant galaxy, a million Particles B in a device called a 'receiver', a statistical analysis would ensure to a high level of confidence that a change had occurred. It wouldn't be difficult to arrange this to send data. But this is mere technology, that exploits the properties inherent in the entangled particles. What change exactly? How do you get *any* information from the million particles? The use of the words 'change' follows from a quote above, namely "...Measurements have shown that interacting with one of a pair of entangled particles, has a definite effect on the state of the other member of the pair". So, something has changed, and it is measurable. Perhaps the PP could expand on this. That's the problem, it *isn't* measurable. The change is that the state has resolved, not changed in the sense that a spin flips state from before and after. Try reading up on how the experiments are done and what is going on. It is pretty clear you don't understand. A good question to ask here is: what is this change that takes place? It is clearly measurable. Exactly, what is the change that takes place? Unfortunately, all of the tests which have been done on entangled systems keep showing that entanglement is real, but (like "superluminal" phase velocity) can't be used to send information faster than C. If the effect acts instantaneously over large distances, why can it not be exploited? What "effect" exactly? You'll need to ask that of the PP, as he used the word in his explanation. I was thinking of a comms system that uses the effect (whatever it is) to transfer information. When you find out please continue the discussion. When the partner is observed, an entangled particle resolves to a knowable state so that when you look at it, it is in one state or the other. How do you know which state it will be in until you observe it which causes the same thing, resolution to a knowable state? Perhaps it might help if we knew how many states were available. Uh, yeah... -- Rick |
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