5 April 2025 AD, Saturday

St. Vincent Ferrer (1419 AD); Bl. Juliana of Mount Cornillon (1258 AD)

 

Charge-parity violating phase angles are substantial in describing some of the properties of the universe (and universes). These angles can be used to mathematically prove the built-up of the Universe (Universes). Before I proceed with this mathematical proof, I will present the basis of how to calculate quickly and effortlessly charge-parity violating phase angles for quark and neutrino, since we have scientific data for both of them. However, the data for neutrinos vary depending on the measurement, so this calculation will provide the exact result for quark and neutrino as well.

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2 April 2025 AD; Wednesday

St. Francesco di Paola (1507 AD)

 

I want to show the derivation of graviton mixing angles before proceeding to the delta charge-parity violating angles. After that, I will return to obtain the mixing angles for space, time, and the membrane. Next, an introduction to the three universes: caelo, terra, and sub terra (heaven, earth and under the earth). From the main equation, one may conclude that, yes, there are three separate entities, one in the other. The writings and paintings of St. Hildegarde von Bingen (Doctor of the Church) will be included since her visions about the built of the Universe came from the Creator Himself, the Most Holy Trinity.

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25 March 2025 AD, Tuesday

The Annunciation

St. Dismas (33 AD); St. Margaret Clitherow (1586 AD)

 

Before I venture into the calculation of boson mixing angles, gravitons, etc., the neutrino oscillation angles have to be done. For comparison, I will use data from the year 2022 and 2024 since the earlier data have not much to show. Important – mixing/oscillation multiplication factors are absolutely necessary to be calculated. Without them the higher elements mixing angles such as bosons, gravitons, etc., cannot be obtained.

Next, the bosons mixing angles(!).  All three of them including the running boson mixing angle (Weinberg angle). And then graviton, space, time and membranes (eight elements altogether). This will give an indirect mathematical ‘proof’ of the ‘other side’, beyond our Universe. Simple formulas for delta charge-parity violating phase angles will be included. And after that the forces (four plus four) and internal forces of all the elements such as quarks, neutrinos, bosons, etc.

Below are the recent results of official measurements of the neutrino oscillation angles.

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29 March 2025 AD, Saturday

St. Gundleus (5th Century AD)

 

Is it possible to obtain somehow the boson mixing angles from existing data such as the quark and neutrino mixing/oscillation angles? I claim that it is possible, provided we have at least one boson mixing angle, multiplication factor for that particular boson, and the angle from the main equation.

Yes, we have all of those:

  • Weinberg angle ('running' of the weak mixing angle)

  • Six multiplication factors of quarks and neutrinos

  • Three boson angles from the main equation

Now, we need a simple formula to put all of this together.

In my opinion, the neutrinos and quarks are determining the values of some other properties of the bosons (and the gravitons for that matter), and bosons and gravitons will determine the properties of time and space, etc. So, the properties of the bosons will be obtained through the mixing angles of quarks and neutrinos and angles of the bosons, which are known from the main equation.

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19 March 2025 AD Wednesday

St Joseph (1st century AD)

 

In this article, I will show how to obtain 'transcendental fractions' for the multiplication factors needed to calculate the mixing angles of quarks using more precise data from the year 2022. These calculations are very similar to those in the previous article. They are super important in that sense that they are used to calculate by extrapolation the mixing/oscillation angles of bosons, gravitons, space, time, membrane internal and membrane external, as well as delta CP violation phase angles for the mentioned constituents of the Universe. The calculations, as I said, are very simple, the only difficulty is how to express those numbers in some nice formulas. As usual, the transcendental constants will be used: π, e, C0 and C5. I will provide the printout of these important constants. So, starting with the order of appearance in the main equation: theta13, theta23 and theta12 we will obtain more precise data (but I have to tell that the results will be slightly different as measurements progress in the future). What I mean is that there are some ‘correction factors’ needed to minimize the error of the calculations. However, these corrections are very small and the measurements are done very well.

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  1. 160. Quark mixing angles and multiplication factors for 2008 Data.
  2. 159. Introduction to quark mixing angles and neutrino oscillation angles.
  3. 158. An Update.
  4. 157. Spiral angle and other properties of the Transcendental Fibonacci-like Sequences.