As previously stated for gravity, 1/3 and 2/3 charges are the result of three strong space dimensions.
The electron is a micro-dimension with size of the classical electron radius. There is only one dimension of this size. But for the strong force, there are three micro-dimensions of the same size. This conclusion is from what I have read. Set theory seems to have shown that of the 10 dimensions, 3 are of macrospace, 1 electron space, 2 weak space and 3 strong space. Space is loosely defined as dimensions with unique size.
Now, just as an electron causes a gravity field in normal space, momentum in strong space creates forces in weak and electric spaces. This is a general effect; momentum in one dimension affects every other dimension. There is an asymmetry in that smaller dimensions always have elements of momentum with larger stable values. So the smaller strong force has a greater effect on electric space than the momentums in electric space can have on strong space.
The effects on normal space from momentums in strong weak or electric spaces always look like space time curvature, or gravity forces. The effects on electric space from momentums in strong and weak spaces look like electric forces. The effects on weak space from momentums in strong spaces look like weak forces.
The momentum from an individual quark will therefore seem like it has a charge. It effectively does, but is not created the same way it was created by an electron. An electron will move around it like it would a positron, kind of like a miniature gravity effect.
The quark's momentum effect in electric space is always a charge of one electron, because the momentum has to meet the boundary conditions of electric space. If a single quark could be stable with an electron, then a quark's charge would be +1. But it takes multiple elements of momentum to be stable in strong space. These multiple elements together, no matter how many there are, can still only have the effect of a charge of +1. So when you try to divide charges among quarks, you mathematically divide the one charge among the multiple elements of momentum in strong space. The elements in strong space could be interpreted of having 1/3 and 2/3 charges because it takes three elements of momentum to make a stable system. Strong space requires three elements. One element is needed for every available dimension. This shrinks all three strong space dimensions equally allowing momentums to have constant geodesics over time.
Last Updated on November 2, 1997 by Bob Rutkiewicz