Six fertile couples

We can see on the preceding figure, the electron and the positon have a common point: the red charge of their tops, This charge links their couple in the same family of particles.

In the model of the classification established by current physics the electron, therefore the matter, is located on the first branch of the family, the first line of the table, the positon is placed over the second.

In the same way, the muon and the anti-muon have a common point: the yellow charge of their tops which links their couple in a second family, on the third and fourth lines of the table.

In a similar way, the blue charge links the couple tau-antitau in a third family, on the fifth and sixth lines of the table.

Thus, starting from the 6 permutations, is explained the general structure of the classification of the particles and elementary antiparticles: 3 families of two couples, whose first member is of matter and the second of antimatter. But how to classify the other known particles and antiparticles? They will be introduced into their respective families by each of the 6 permutations.

Here we resort to the mathematics of the sets in which any set of 3 elements has 8 subsets: 3 to 1 element, 3 to 2 elements, 1 to 3 elements, 1 empty set. The unit appears among its subsets because any unit is subset of itself.

For example, the 8 subsets of the 3 objects of the G3 group, {a, b, c}, are:

(a) (b) (c) (ab) (bc) (ca) (a, b, c) Ǿ

The 3 charges of color of the electron, red, yellow, blue, also have 8 subsets:

3 to 1 element,
1 red, 1 yellow, 1 blue: 3 quarks
3 to 2 elements,
1 green (yellow + blue): 1 antiquark
1 purple (red + blue): 1 antiquark
1 orange (red + yellow): 1 antiquark
1 to 3 elements,
1 white (rouge+jaune+bleu): 1 electron


Hypothesis: during a complete rotation of the 3 charges of the electron, those amalgamate in a white resultant in the center of the carrying triangle, before returning at its tops. Phenomenon which could concern electromagnetism.

1 to 0 element, 1 colourless (empty set Ǿ):1 neutrino

The total of the 8 subsets of the 6 permutations constitutes the table below elementary particles and antiparticles.

tab_part.png

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