Post by mrsonde on Dec 27, 2013 7:28:49 GMT 1
Abacus
The big problem with this idea (as far as I know) is that when particle A is measured at one location, although particle B will take on a complimentary state instantaneously, regardless of the distance between them, you can never actually predict before a measurement is made what state particle A will be in after it is measured. This means, of course, that it is impossible to send prepared signals because it is all about the probabilities of this or that occurring after measuring particle A, you can never be sure.
Although I'm no expert, this is my interpretation as well. However, I'd like to explore the idea of the instantaneousness of entanglement.
As a thought experiment, let's take Mr S' two planets and join them with a massless, solid rod
There's the problem with this thought experiment. There's no such thing, and can be no such thing.
Because the rod is massless the movement will be transmitted instantaneously, would it not?
No.
There's quite an interesting thought experiment that avoids the impossibility of having your massless rod, however - imagined by Lucas, I think. Imagine a very large pair of scissors. The points of the scissors can move towards or away from each other at an infinitesimally small speed shy of c. Even given the limitations of impulse transmission down the two arms, the point of their intersection - the cutting point of the scissors - will move along the arms, either towards the points or towards the centre, at greater than c.
Returning to entanglement, could such "particle pairs" be connected by some mechanism - as yet unknown but analogous to the rod- where information can be transferred instantaneously yet not breach the law that information transfer can never be faster that the speed of light?
Yes - there must be some such mechanism. And it allows you to breach this "law".