143. First introduction to the new math tool to obtain exact results of measurements in quantum mechanics.
11 July 2024 AD
St. Benedict 543; St. Pius I 167 AD
I will list here some of the necessary mathematical operations used in precise calculations of the g-factor of electrons, muons, protons and neutrons with application only of the generated transcendental constants and pure integers. There is no need to apply ANY scientific formula to obtain these results. Pure mathematical action is all that is needed. It seems that these transcendental constants contain somehow physics (and maybe mathematical) formulae…
Right now, it is difficult for me to answer how it is possible. After these series of articles, I will work (Deus Vult) for getting neutrino and quark masses and other characteristics, which are measured quite well by quantum scientists. Those findings also apply to the Universe, but I have to first obtain some precisely calculated values by astronomers and cosmologists. Of course, if this is working in quantum mechanics it should work in any field of science, such as biology, etc.
Below is the list with short explanations of what I will write about.
The constants that I am talking about are Fibonacci/Lucas-like but not quite, since they are not generated by arithmetic or geometry. They are transcendental (not proven yet). Therefore, as I said before, they are slightly different from simple manipulation of numbers or shapes.
Those constants (may be used as variables, I suppose, and giving a headache to Superposition Principle as you will see later on). They are generated from two values (in honour of God I named them Pater (P) and Filius (F), and from their loving relation comes the third one, Spiritus (S)). Of course, I am quite sure that those numbers are just a crude simplification of the real thing. Anyway, the 'parents' are:
Pater, P = (7/5)1/2 * (π) = 3.71701820556093…, and Filius, F = (5/7)1/2 * (e) = 2.29736745287… The third is obtained by simple division of those two, P / F = S (Spiritus) = 1.61801828971… As one can notice, the value (S) is almost identical to the value of the Fibonacci / Lucas / Golden ratio. From arithmetic or geometry, the simple (not transcendental) result is G.R. = 1.61803398875… with 'relative error’: ε = (9.703 exp-4) %. But this is not an error, the transcendental is more precise, as you will see while using it. These three constants are all we need to obtain all others (infinite number). They come in triplets; this is not a mistake, it is like a signature of the Most Holy Trinity. Multiplying or dividing them into pairs gives another and another value without end.
Each generated number, by multiplication/division (sort of cross product) or addition/subtraction (sort of dot product) such as P = 3.71718255693… is another 'golden ratio', just like the Fibonacci ratio. All these numbers may also be represented by spirals, just like the Fibonacci spiral, and a ‘Golden angle’ which for transcendental Fibonacci is 137.506 degrees. For Pater (P) sequence (forming a spiral) the angle is 76.317 degrees, and for Filius (F), the angle equals 109.178 degrees. By generating a set of numbers through multiplication/division of pairs, we have the 'multiplication table', comprising all the constants we will use and, through addition/subtraction, an 'addition table'. Some of those will be used to get the exact values of the measured constants of quantum mechanics, as I said before without any scientific formulas, just using pure mathematics.
The beauty of this approach allows for the calculation of fractional terms of the ‘Fibonacci-like’ sequences (each constant is a different sequence represented by a different spiral as well).
In the second part of the introduction, I will post more about the 'multiplication table' and ‘addition table’ of generated constants and give an example of calculated value of a proton g-factor, etc.
Comments powered by CComment