Saturday, May 3, 2025

Nonlocal 1/2 spin Fermion algebra "intimately associated with oscillation of 0 & 1 once you take into account time" Lou Kauffman

 

 This Quicycle talk is an explanation of his 2022 paper that includes the noncommutative Pythagorean Theorem that I had emailed him about (since I had thought up the same concept as well).

 

 https://www.youtube.com/watch?v=Oz0bYLD0EAE

 So this is the same 0 & 1 coverup of noncommutativity by Philolaus! 

 So he goes to the imaginary number of 1 and -1 but he says it originates from 0 and 1 and hence his earlier explanation.

 "If you go off into time... since zero is dominant....then I'll just use zero and one here."


 "the simplest one, where it's just presence and absence, zero and one."

 

 "The Fermion Algebra is primordial" - meaning the nonlocal "primordial time" that Professor Lou Kauffman refers to.

 negative 0 and 0 then is the original Liar's Paradox as the intermediary of -1 and 1.

Very fascinating.

 when you change 360 degrees you change signs

Basil J. Hiley also separated out the real and imaginary parts originally with David Bohm and then Hiley realized, citing Kauffman also, that this is originally nonlocal and noncommutative in prespace or primordial time.
 
"if you look at an electron, the algebra makes it look like a pair."
 
 
 Yakir Aharonov realized that the split that occurs because of the oscillation of time has to go to the limit also is the reason color exists ontologically.
 
"at the split the oscillation of plus and minus has to go to the limit at infinity..."
 
 
 

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