Angles determine curvature of the model.
I looked at three angles . I have worked the solution for the 2/3 angle down below. The F codes assume the first row, but it is quantized to the 2/3.
-2/3*Pi , 2/3*Pi :My first choice
-pi/2,pi/2 Nyquist packer
Here I convert to the 3/2 numbering system:
Converting base formula.
These are base of the numbering system;
These forms used in Shannon:
Using the first form and breaking in two for negative and positive signal energy:
In two halves: (1/2) (e**x -1) - 1/2(e**-x -1)
I have log3(e**-x) = log(e**x)/log(3/2)
c=log(3/2)
log(e**-x)/c = -x/c
log3(SNR + 1)/c= -x /c.
Signal Power = (Nyquist Energy * k). = dE*k
Nyquist is any lower order, including Nyquist.
System is contained, SNR+1 = (Signal + all of lower order)/all of lower order.
Higgs is is top. Heavy mass have higher order number, more dE, large quant size, bigger F codes, highest frequency, smallest wavelength. I got it!
The various orders build a hyberbolic basis set of optimum curvature, i = Nmax to1 = Nyquist. There, that is the standard. Heavy has large N.
Any number x is a function 3/2**i where i goes from Nmax to 10..k , in both negative and positive. A Change of base is a different c and different ratio. Noise is anything below in order. Two of each, negative and positive. These quants sizes are the available F codes available, the local group of F code packing available.
Signal is energy. Take note, that is a change. Signal to Noise is a force. Noise are the low orders. These are quant sizes.
Higgs is about (3/2)**100 as near as I can tell.
Proton about (3/2)**95
Lepton about (3/2)**70
Magnetic (3/2)**55
Gravity (3/2)**8
Quasar (3/2**4
Black hole (3/2)**2
Nyquist (3/2)**1 Normalized.
Very sparse, means very curved, stable mass. The hyperbolic set starts with extremely deep, Higgs wells to flat black hole,have smallest mass, large wavelength the width of the universe. Free Nulls, which is usable energy, is hard to contain.
The Higgs has about one packed mass and almost as many free nulls in the two boson waves. Huge Null count, 3/2**100,, sjallow well ,means the Bosons free up and it breaks to quarks. . Quarks bind in three groups, this qwould come from F code algebra, and have embedded charge. another with free Null density, deep well, stable. Electron, much smaller mass with embedded charge and many free Nulls, negative pahse inside, and kinetic energy positive phase polar to the proton, wraping back?. And so on.
The fewer available quant positions, the more free Null, and the more curved space. The free nulls make more light modes available for electron and magnetic. Powerful light with many free nulls make long distance travel.
Black Holes are the tiniest mass made, but have wavelengths that span that Universe. More tiny black holes made, mean the ever slight effect on curvature occurs.
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