FrediFizzx wrote:
[Graft] still doesn't understand the experiment. We are not going to hold his hand and try to explain it to him. We try not to argue with idiots.
And I wonder why he thinks pure dishonesty should be treated with any respect?
Not just Graft, as we know, none of the Bell-believers, such as Gill or Schmelzer, understand elementary mathematics. Let me try one more time to explain:
Bell's (or rather Boole's) inequality is extremely easy to derive. For A = +/-1 and B = +/-1, the average
| E( a, b, a', b' ) | = | << A(a)B(b) + A(a)B(b' ) + A(a' )B(b) - A(a' )B'(b' ) >> | = | << A(a) [ B(b) + B(b' ) ] + A(a' ) [ B(b) - B(b' ) ] >> | = 2, or less than 2.
To begin with, this inequality has nothing whatsoever to do with any kind of physics; classical, quantum, or post-quantum. It is a total Mickey Mouse. A made up junk.
Now all Bell-believers like Graft, Gill and Schmelzer (not to mention Aaronson) believe that something actually violates the number 2 by some kind of voodoo.
We have asked them hundreds of times to demonstrate exactly how does the voodoo violate the number 2. We are still waiting for a numerical demonstration.
What actually happens is that all Bell-believers, including those in control of the peer-reviewed journals,
cheat. They switch to an entirely different inequality.
This one:
| E(a, b) + E(a, b' ) + E(a', b) - E(a', b' ) | = 4, or less than 4,
which is also very easy to derive (see, for example,
http://libertesphilosophica.info/blog/w ... /Fatal.pdf).
So by surreptitiously switching to this second inequality with the bound of 4, the Bell-believers claim that, aha, the first inequality with the bound of 2 is "violated."
They all cheat. Some of the cheaters are cleverer than others, but if you look carefully under their table you will eventually find Uri Geller hiding there somewhere.
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