On Sunday, September 21, 2025 at 5:41:15 AM UTC-6 John Clark wrote:

On Sat, Sep 20, 2025 at 10:32 AM Alan Grayson <[email protected]> wrote:

*>> Microscopic systems have quantum wave functions just like microscopic 
objects do. A dead horse and a living horse are different physical states 
and they contain different physical information. And neither physical state 
is forbidden by Schrodinger's equation. And if Schrodinger's equation is 
deterministic, which it is, then when it comes to physical information and 
therefore physical reality, everything that is not forbidden is 
mandatory.  *


*> Why mandatory?*


*Because Schrodinger's equation is deterministic.  *
 


*> How can you know what's forbidden or not?*


*If it contradicts Schrodinger's equation then it is forbidden. For 
example, 2 fermions that are in the same quantum state that are occupying 
the same position is forbidden because the quantum wave amplitude drops to 
zero at that point and therefore there is zero probability of it ever 
happening.   *

 >> *Also, the pilot wave can affect an electron but an electron cannot 
affect the pilot wave, the wave pushes the particle but the particle can 
NOT push back. **This sort of one-way causation has never been observed 
before.*

 

*>**In classical E&M, does a charged particle push back when it responds to 
the field? *


*Yes, **when you push a charge you accelerate it, and you're not just 
changing its motion, you're also creating a electromagnetic disturbance 
that carries energy and momentum away from the system; it's called the the 
Abraham-Lorentz force, it produces a reaction on an accelerating point 
charge and it can be calculated with the following equation:  *

*Reaction force = (μ₀q²/6πc) × (d³v/dt³) where μ₀ is the permeability of 
free space constant and its value is 4π × 10⁻⁷ N/A² (newtons per ampere 
squared).*
*But there's nothing equivalent to that when it comes to pilot waves, which 
makes me suspicious. I don't think they exist.  *

*>> As I've said before I can't prove that super determinism is wrong but I 
can prove that super determinism is silly. **The greater the violation of 
Occam's razor that your theory needs to be true the sillier it is, and by 
that metric it would be impossible to be sillier than super determinism. *

 

*>That's your aesthetic/logical judgment*


*It certainly is! In my judgment Superdeterminism is ugly and logically 
flawed. And I've given you a precise definition of "silly".  *


*As technical resident expert on silliness, is it not silly to claim S's 
equation can describe the coronary status of horses and presumably all 
mammals? If not, how would you write S's equation for wf information on 
coronary disease? What are the silly aspects of Superdeterminism for 
comparison? AG *


*John K Clark    See what's on my new list at  Extropolis 
<https://groups.google.com/g/extropolis>*
pds


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