Peter
Thanks for following up on that discussion. I couldn't determine if you were recognizing that which I referred too. Telling me that the poles weight is an overall constant was irrelevant to my point. But yes, you do understand me now. The transition of weight for the top end of the pole, as it is leaned over. You refer to as torque.
I am not familiar with how this consideration of torque relates to a spheres? That is something I will have to follow up with you. And it sounds as though Ulla has something interesting to contribute in this regard. I will follow up on this also.
So yes. A poles top end weight transition as it is leaned over in a gravitational field, creates the same curve as a Photons probability distribution (at the same respective angle). The question is, is this a meaningful observation? Does it tell us anything about the photons properties or behaviours?
The pole and the Earths gravitational field is representative of an interaction between two systems, which gives a variable value for weight (top end of pole). The same can be said for the Photon and the detector, they represent an interaction between two systems, which gives a variable value for Quantum probability. They are both values obtained from twin systems.
Let us focus on the nature of force interactions. We might use the example of the pole in Earths gravity to build a model for consideration. The simplest distillation of force interaction considerations is represented by (forces applied to bodies, and bodies resistance to forces applied) or (forceful influence, and resistance to forceful influence).
The poles weight transition is a consideration of the poles resistance to pull of Earths gravity at various angles. Simple!
Is it possible this is the nature of the relationship between a photon and detector, that gives variable quantum probability? The prospective origin of Bells Inequality. Photons possess force, and it makes sense this is coupled with the ability to resist forces applied toward changing its state, angle. And we know that the detector is applying force to the photon, because it does change the Photons state, angle.
If all force interactions do possess component of (force and resistance to force), and the photon and the detector are a force interaction, then the answer is (of course the photons angle can effect its ability to resist the forces acting to change its state, angle.
These are ultra-simple observations and conservative claims. And they do provide the prospective basis for decoding Bells Inequality. A pole in a gravitational field decodes a photons quantum probability. A simple geometry (pole) coupled with considerations of (forces applied and resistance to forces applied). To decode massive particles requires varied geometries (spheres) but the same force considerations apply as for the Photon.
Peter, in my view your work represents the needed geometric considerations. However could benefit for the force dynamics. Physical interactions are about geometries, but also the "force interactions". There can be no interaction without forces. Force interactions include the dynamic of "resistance" which does contribute a necessary component.
I'm glad I could say this for you. I wasn't sure we were on the same page the other day, so I didn't see the point in going further. The beauty is in how simply these considerations are retro fitted to your current body of work. It just clicks on. That is part of the reason I was so impressed by your work, and its prospective validity. But also allows you to begin your sequence of decoding geometries from a simpler basis geometry (poles), that then leads on to your higher level decoding efforts of massive particles (spheres). The simpler your starting position, the more fundamental your basis, the more justified and easy to interpret is your argument/theory.
Think about Incorporate force interaction dynamics into your hypothesis.
Steve