sol invictus
Philosopher
- Joined
- Oct 21, 2007
- Messages
- 8,613
Really? I thought that it was the fact that the information is random and non-deterministic is why it didn't violate causality.
If the "information" is "random and non-deterministic", then it's not information.
Maybe I'm mixing up measuring the state of one of an entangled pair with actually "teleporting" the state. But the former case seems to involve information transfer at more than the speed of light.
Depending on your interpretation, measuring one particle of the pair either instantly affects the other - but in a way that conveys zero information - or simply doesn't affect it at all. I prefer the latter interpretation, but in any case there is no information transfer. Teleporting a state is transporting information, and it cannot and does not happen faster than light.
Why? If in my frame A precedes B , but from yours B precedes A, there must be some frame in which A and B are simultaneous?
Why is that more paradoxical than B preceding A? (Which I'm jolly sure it didn't!)
If in some frame A and B are simultaneous, then there exist some frames where A precedes B, and some other frames where B precedes A. That follows from the Lorentz transformation (the defining equations of special relativity), and it means that if you can transmit information instantaneously, you can also send it back in time. Are you asking how the Lorentz transforms work, and why the above is true?
What is NOT (necessarily) true is the converse: that if in some frame A precedes B, there is another where B precedes A (or where they are simultaneous).