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[quote="Gordon Watson"]1. In Bell's famous (1964), at eq. 3, we see the QM formulation for the EPRB expectation:

P([b]a[/b],[b]b[/b]) = <σ1.[b]a[/b] σ2.[b]b[/b]> = -[b]a.b[/b]. (1)

2. I have no issue with this QM formulation BUT: There are surprisingly many QM ways to achieve the result.

3. So I am SERIOUSLY interested in collecting all such QM ways: especially the shortest AND your favourite AND those using Dirac notation![/quote]
Probably the most simple derivation is the one Joy does [url=http://arxiv.org/abs/quant-ph/0703179]here[/url] eqs. (3-5).

Then there is the following,

https://drive.google.com/file/d/0B67qmvk4E9ZzODFmNjE1MWEtNGY4ZC00Y2EyLTllN2UtNTU4MGEwYWViZjBi/view
http://plato.stanford.edu/entries/bell-theorem/#2
http://www.mathpages.com/home/kmath521/kmath521.htm

1. In Bell's famous (1964), at eq. 3, we see the QM formulation for the EPRB expectation:

P([b]a[/b],[b]b[/b]) = <σ1.[b]a[/b] σ2.[b]b[/b]> = -[b]a.b[/b]. (1)

2. I have no issue with this QM formulation BUT: There are surprisingly many QM ways to achieve the result.

3. So I am SERIOUSLY interested in collecting all such QM ways: especially the shortest AND your favourite AND those using Dirac notation!

4. I will happily share all that I find. PM me if you'd like a direct email connection for attachments, etc; privacy assured!

Thanks; Gordon