A unified theory based on Fibonacci!, I am not alone

 http://www.bibliotecapleyades.net/ciencia/ciencia_quantum08.htm



Sounds OK, but is clearly incomplete.  It is not the Fibonacci ratio, per se, but the summation problem that naturally causes the vacuum to assume the Golden ratio for quantization. The whole key is that the vacuum assumes a natural quantization rate that, relative to matter quantization, leads to simple flood based algorithms for computing hyperbolic power series.  Seriously, it all about counting things up.  You need Shannon to make it all work, and the vacuum gets that part too, they appear as potential energy wells.

But the deal with the Fibonacci rate, the minimum sample rate needed to group two sets of Nulls.  So, if Nulls are grouped somewhat to begin with, this is the rate phase settles into. And tyou find that when the null and wave quant match, the hyperbolic circle is obeyed because cosh(x)^2-sinh(x)^2 = 1, and x is 1/2(w-n), the two quant ratios. Work the Taylor series, I have not, but you will find they are computed naturally.

 This identity, I think, lets groups come apart and reform and increase the accuracy of the corresponding Taylor expansion.