Dear All,
Excellent news. Richard has decided to no longer comment on my work. This will remove a tension in this forum since Richard, over his academic career, attacks all who honestly and objectively have issues with Bell. I stand up to him and that is the problem, I call a spade a spade.
The guardian and gatekeeper of Bell has withdrawn for one reason: he cannot find fault in my work, except to guess. He also repeats that he is a mathematician who does not understand QM. I totally agree with him.
Finally, I use math, Theorem-Proof, which is Richard's domain. He does not question my math or theorems.
Bryan
--------------------------------
COMMENTS on Richard's final summary of my work:, if you are interested, otherwise look at the paper.
“The story that Bryan tells by doing these calculations by geometric algebra is not a story of a physical process.”
My comment: which is more physical: Euclidean space or an abstract 2D chiral field? Which is more physical, wave function collapse, or physical rotation? My process is physical, QFT spin lacks geometry, from the paper:

Richard goes on:
“It is a story obtained by visualising algebraic operations in a Clifford algebra. The space in which Bryan draws those pictures is however not the physical space-time in which two photons or two electrons or whatever move toward two detectors.”
My reply:
Figure 1 at the end.
Richard is categorically wrong: the EPR separates into two complementary quaternions. I use the Dirac equation, so of course I use spacetime.
This is what I do:

Yet he looks only at the program and decides that I do the total opposite of what I do, he goes on:
“That is clear from the fact that Bryan doesn’t separate the simulation into two parts, keeping the process generating Alice’s output ignorant of Bob’s input, and vice versa.”
My comment: This is what Richard does not understand: a rotor has two parts, POL and COH, that cannot be separated. A rotor is a quaternion. Alice and Bob are remote, and their states are each described by a compensating rotor, giving the identity.

This is what I do in a nutshell, I use the full definition of spin, physics mostly ignores the bivector $i\sigma$ and keeps only the vector, $\sigma$:



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Hi Bryan,Just out of curiosity, I would like to know your opinion about the Nobel Prize to Aspect, Clauser, and Zeilinger. Was it a mistake, or perhaps is it only a problem of interpretation?Justo
El vie, 25 sept 2026 a las 9:24, Bryan Sanctuary (<bryancs...@gmail.com>) escribió:
Dear All,
Excellent news. Richard has decided to no longer comment on my work. This will remove a tension in this forum since Richard, over his academic career, attacks all who honestly and objectively have issues with Bell. I stand up to him and that is the problem, I call a spade a spade.
The guardian and gatekeeper of Bell has withdrawn for one reason: he cannot find fault in my work, except to guess. He also repeats that he is a mathematician who does not understand QM. I totally agree with him.
Finally, I use math, Theorem-Proof, which is Richard's domain. He does not question my math or theorems.
Bryan
--------------------------------
COMMENTS on Richard's final summary of my work:, if you are interested, otherwise look at the paper.
“The story that Bryan tells by doing these calculations by geometric algebra is not a story of a physical process.”
My comment: which is more physical: Euclidean space or an abstract 2D chiral field? Which is more physical, wave function collapse, or physical rotation? My process is physical, QFT spin lacks geometry, from the paper:
Richard goes on:
“It is a story obtained by visualising algebraic operations in a Clifford algebra. The space in which Bryan draws those pictures is however not the physical space-time in which two photons or two electrons or whatever move toward two detectors.”
My reply:
Figure 1 at the end.
Richard is categorically wrong: the EPR separates into two complementary quaternions. I use the Dirac equation, so of course I use spacetime.
This is what I do:
Yet he looks only at the program and decides that I do the total opposite of what I do, he goes on:
“That is clear from the fact that Bryan doesn’t separate the simulation into two parts, keeping the process generating Alice’s output ignorant of Bob’s input , and vice versa.”
My comment: This is what Richard does not understand: a rotor has two parts, POL and COH, that cannot be separated. A rotor is a quaternion. Alice and Bob are remote, and their states are each described by a compensating rotor, giving the identity.
This is what I do in a nutshell, I use the full definition of spin, physics mostly ignores the bivector $i\sigma$ and keeps only the vector, $\sigma$:
Please therefore disregard Richard's statements, they are inaccurate.
I close with a picture of the raw simulation data that gives a curve that shows the symmetric and antisymmetric parts of a rotor, the lemniscate of Gerono on the right shows that POL and COH are related like cos and sin of a circle.If you want to know the difference between SM and BiSM, please see section 5.4. If you want to know how the simulation is done, see section 4.Figure 1
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<image.png>
Richard goes on:
“It is a story obtained by visualising algebraic operations in a Clifford algebra. The space in which Bryan draws those pictures is however not the physical space-time in which two photons or two electrons or whatever move toward two detectors.”
My reply:
<image.png>Figure 1 at the end.
Richard is categorically wrong: the EPR separates into two complementary quaternions. I use the Dirac equation, so of course I use spacetime.
This is what I do:
<image.png>
Yet he looks only at the program and decides that I do the total opposite of what I do, he goes on:
“That is clear from the fact that Bryan doesn’t separate the simulation into two parts, keeping the process generating Alice’s output ignorant of Bob’s input , and vice versa.”
My comment: This is what Richard does not understand: a rotor has two parts, POL and COH, that cannot be separated. A rotor is a quaternion. Alice and Bob are remote, and their states are each described by a compensating rotor, giving the identity.
<image.png>
This is what I do in a nutshell, I use the full definition of spin, physics mostly ignores the bivector $i\sigma$ and keeps only the vector, $\sigma$:
<image.png>
Please therefore disregard Richard's statements, they are inaccurate.
I close with a picture of the raw simulation data that gives a curve that shows the symmetric and antisymmetric parts of a rotor, the lemniscate of Gerono on the right shows that POL and COH are related like cos and sin of a circle.If you want to know the difference between SM and BiSM, please see section 5.4. If you want to know how the simulation is done, see section 4.
<image.png>Figure 1<BiVector1.jpg>
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<Pages-from-Quantum-Metrology,-Imaging,-and-Communication-(David-S.-Simon,-Gregg-Jaeger-etc.).pdf>
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