23 July 2024 AD

St. Bridget of Sweden 1373 AD; St. Apollinaris of Ravenna 1^st century AD; St. Liborius 4^th century AD

This is the easiest calculation. Probably, because the theoretical value has only 6 significant digits. There are two ways of doing this. One is done by using ONLY transcendental constants; the other is done by using integers and constants. I prefer the first option; it is more elegant. However, the use of integers also gives good results. I will show both options here.

One important thing – the use of transcendental constants is like traditional calculations. It allows one to calculate any number. In my view, the new system of calculations is much more precise, and, of course, gives the possibility of avoiding scientific formulas.

 am still trying to figure out how to generalize the use of transcendental constants in calculations. Some rules are very simple. Having some value calculated with classical formulas, one has to find a transcendental constant which is close to the value of a given number. The next step is to use the correction factor, which is always (for any particle) almost equal to one, but NOT equal to. It is slightly less than or greater than one. That makes me wonder about linearity of these equations, it definitely looks that these equations are nonlinear. If transcendental constants are used as the variables, which is possible, and when they describe the superposition calculations, it is obvious that there are other options. This is open for discussion, once you will see all seven particles with similar nonlinear correction factors.

Let us get to it.

Calculation of the theoretical value of g-2 of the TAU particle.

https://en.wikipedia.org/wiki/Anomalous_magnetic_dipole_moment

The procedure.

From theory, g-2_τ = 0.00117721(5)

1. Finding close to tau g-2 transcendental constant. From the summation/subtraction table of the P-F-S set, we have the reciprocal of the constant (F7T+)^-1 = 1.77841101582E-5

2. To obtain a value close to the official tau g-2, we have to play with the above number a bit. First, shift the decimal point by multiplying by 10000, and then add 1.0 to the result. This gives 1.177841101582

3. Now, tau g-2 must be multiplied by 1000, giving g-2 = 1.17721(5)

4. The next step is to divide the constant by tau g-2: 1.17784101582 / 1.17721 = 1.0005360994

5. As you can see, this value is greater than one.

6. Now, we have to find either the constant close to this value or get the correction factor,. and then we use an integer, or a fraction, or a constant.

7. This is how it is done: reciprocal = (1.0005360994)^-1 = 0.999464187844

8. From a simple equation, we calculate the exponent of constant (C₁₆ / 10) as follows: (0.999464187844) = ( C₁₆ / 10 )^x and x= 33.2471559295. This is almost 33.25, but  33.0 can also be used, where C₁₆ / 10 = 0.999983879781

9. Let us use x = 33.25 = 133 / 4

10. ( C₁₆ / 10 )^33.25 = 0.999464142021

11. And, multiplying this by (point 2) we have the value of the tau g-2 factor obtained by using transcendental constants and integers/fractions.

12. ( 0.999464142021 ) X ( 1.177841101582 ) = 1.17720994603

13. This last result has to be divided by 1000 and we get tau g-2 calculated = 0.00117720994603 versus the theoretical value tau g-2_THEORY = 0.00117721(5)

Calculation using only transcendental numbers (preferred).

              9. Starting at point (8), we have x = 33.2471559295.

10. The constant F3Vx #1 from the P-F-S set and from multiplication/division table number 1, is equal

F3Vx #1 = 0.330823806669. Shifting the decimal point to the right by 100, we have the value of

              ( F3Vx #1 ) X 100 = 33. 0823806669, that is, x.

             11. Next, ( C₁₆ / 10 )^x = 0.999466842659

12. And, multiplying this by (point 2) we have the value of the tau g-2 factor obtained by using the transcendental constants:

13. ( 0.999466842659 ) X ( 1.177841101582 ) = 1.17721304124.

14. Dividing by 1000 we get the precise calculated tau g-2 value tau g-2 = 0.00117721304124. That may be the result quantum scientists are looking for.

15. Again, for comparison, the official theoretical tau g-2 is tau g-2 = 0.00117721(5)

In the next article, I will calculate the muon g-2.

TOOL – Pneuma   >>>   https://www.youtube.com/watch?v=5ClCaPmAA7s

God the Eternal Father the Creator: