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<v4x3nuso.png>
Which implies a flight path to Alice and Bob to be exactly the same for each sample. If one is slightly longer than the other, does not matter in above equations as randomley set filters are specified, a delta-time of flight is just a constant angular offset to the random set filters.But, this is not what is observed in nature, here I refer to to J. Yin et al.[8] J. Yin (2017) “Satellite-based entanglement distribution over 1200 kilometers,” Science, 356, pp. 1140–1144.Copy attached. I specifically refer to Figure 3 in [8]
<njciqmjy.png>
Which depicts the flight path evolution over a near 300 second period. During this time period entangled of a photon pairs was demonstrated
I rewrite BCS's equation 10 in such a satellite based system:
<ndxohfqh.png>
Introducing flight times t_a and t_b. The phase term omega t_ab is now equivalent to a random phase between 0 and 2 pi.Summing and averaging over many samples we have Sum_i E(a,b)_i ---> 0 , thus no entanglement.Conclusion: The bivector as employed by BCS with properties of helical spin and quaternion spin is not a physical object, because it does not conform to experience.RegardsAnton
<v4x3nuso.png>
Which implies a flight path to Alice and Bob to be exactly the same for each sample. If one is slightly longer than the other, does not matter in above equations as randomley set filters are specified, a delta-time of flight is just a constant angular offset to the random set filters.But, this is not what is observed in nature, here I refer to to J. Yin et al.[8] J. Yin (2017) “Satellite-based entanglement distribution over 1200 kilometers,” Science, 356, pp. 1140–1144.Copy attached. I specifically refer to Figure 3 in [8]
<njciqmjy.png>
Which depicts the flight path evolution over a near 300 second period. During this time period entangled of a photon pairs was demonstrated
I rewrite BCS's equation 10 in such a satellite based system:
<ndxohfqh.png>
Introducing flight times t_a and t_b. The phase term omega t_ab is now equivalent to a random phase between 0 and 2 pi.Summing and averaging over many samples we have Sum_i E(a,b)_i ---> 0 , thus no entanglement.Conclusion: The bivector as employed by BCS with properties of helical spin and quaternion spin is not a physical object, because it does not conform to experience.RegardsAnton
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<v4x3nuso.png>
Which implies a flight path to Alice and Bob to be exactly the same for each sample. If one is slightly longer than the other, does not matter in above equations as randomley set filters are specified, a delta-time of flight is just a constant angular offset to the random set filters.But, this is not what is observed in nature, here I refer to to J. Yin et al.[8] J. Yin (2017) “Satellite-based entanglement distribution over 1200 kilometers,” Science, 356, pp. 1140–1144.Copy attached. I specifically refer to Figure 3 in [8]
<njciqmjy.png>
Which depicts the flight path evolution over a near 300 second period. During this time period entangled of a photon pairs was demonstrated
I rewrite BCS's equation 10 in such a satellite based system:
<ndxohfqh.png>
Introducing flight times t_a and t_b. The phase term omega t_ab is now equivalent to a random phase between 0 and 2 pi.Summing and averaging over many samples we have Sum_i E(a,b)_i ---> 0 , thus no entanglement.Conclusion: The bivector as employed by BCS with properties of helical spin and quaternion spin is not a physical object, because it does not conform to experience.RegardsAnton
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Compatibility with experimental results should be the first focus of this discussion. Model validity should first be tested against evidence from the Universe.
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It seems you are proposing an extension of conventional QM. DONE You’ll need to extend the conventional rules to include measurement. Born. Von Neumann-Lüders. …DONE DONE DONEMy Question 2: What is ‘’measurement” in BCS-QM? DONE
I take the opposite, and more economical, approach to any models of QM or particles.BI is pretty much a theoretical and experimental distinction between the classical and quantum worlds. So I look at the top level: How does it get round BI?If it does not then I'm probably not interested, it can't be a model of QM or even consistent with it.If it claims to violate BI,that's interesting so I look to see which assumptions it bypasses and how. It so fundamental that expect the model to articulate that clearly and unambiguously. Then I decide if that interests me.
In Bryan's case: he claims the model violates BI, so that's one hurdle. But he can't give any meaningful explanation of the assumptions it violates - just a bit of poetry. But he can't give any meaningful explanation of the assumptions it violates - just a bit of poetry.
