I don't understand Bell's Inequality and Bell's theorem in general. Someone want to help me?
see for example here:
and here (my post #10):
A good paper is "The mystery of the quantum cakes" by Kwiat and Hardy,
you can download it here:
Below the link to "the quantum cakes" paper is another one by Laloe,
which also contains something about Bell's theorem.
I have tried to write a Homer Simpson's guide to Bell's Inequality at:
If you really want to know, try to get your hands on the little book "speakable and unspeakable in quantum mechanics" by Bell himself.
Recommend you do not use Bart or Homer Simpson explanation :
“QM goes against Einstein's ideas of determinism”
“Locality -Says that what happens in one place is affected from a distant place. As an example, the spin of a paired particle at a distant location will 'affect' the spin of the other paired particle.”
Quotes from guide at site:
D'oh is right
Einstein did not promote “determinism”.
He was unconcerned with how the multiple values of multiple particles might randomly interact to create a pair of photons out of one photon for example. What he was concerned about was when the pair are created it happens in a “local space” with “local and realistic” values of various attributes or variables assignable to each of the two newly created photons. He wished to find “determent” variables attached to each photon, remaining fixed with each photon until detected later. As they separated from each other Quantum issues "at a distance" like the Bell-EPR paradox (which he never got to personally review) would still be resolvable. Even if the variable he needed was to remain hidden as an unobservable Locally created “Hidden Variable”. With local information retained independently by each photon they would not need any kind of communication or “entanglement” between them to resolve the issue no matter how far apart they separate.
This 'Homer' description of “Locality” is upside down! It better describes what Non-Local Theories and EPR-Bell proofs require in a non-local or at least unrealistic reality.
I stoped reading after finding these two:
I would humbly point you to one of my own pages: Bell's Theorem: An Overview with Lotsa Links
I give a short background and history, and there are links (flip down to the bottom of the page) to all kinds of more detailed sites - from beginner to expert. From these sites, you can learn the state of the art in Bell's Theorem, entanglement, and experimental tests of all variety of setups. There are at least 30 links, which will in turn take you everywhere you would care to go.
Separate names with a comma.