We will establish a lagrangian that gives

Dirac particle motion in the flat space limit, electromagnetism and a form for GR that gives a simple parallel between the motion of the gravitational fields, [[gamma].

in (7) and (8) refers to the Planck particles at a radius r from the stationary

Dirac particle at r = 0.

Thus these coupling forces do not lead to a

Dirac particle in the positron and proton cases--nor can they produce their corresponding Compton radii [r.

As is well known, electromagnetic interactions of a

Dirac particle have an extraordinary experimental support.

It is well known that a self-consistent 4-current can be defined for a

Dirac particle [8, see pp.

This experimental evidence, which is called the second EMC effect and also the proton spin crisis, is shown here to be an obvious result of the multi-configuration structure of states of more than one

Dirac particle.

Relying on the analysis of the apparently quite simple ground state of the He atomic structure [3], it is argued here that many configurations are needed for describing a quantum me chanical state of more than one

Dirac particle.

As a matter of fact, it can be proved that an elementary massive quantum mechanical particle is a spin-1/2

Dirac particle [11].

If on the other hand, the charge of the

Dirac particle with spin goes to zero, the SMM again goes to zero and the interaction between the 4-vector A and the uncharged particle disappears.

The Strong and Weak Forces and their Relationship to the

Dirac Particles and the Vacuum State.

The proton and electron are

Dirac particles in the sense that they both possess a Compton radius and they both obey the Dirac equation, but the positive and negative charge of the proton and electron make their characteristics radically different.

The

Dirac particles (proton and electron) have been discussed in a number of previous papers [1] [2] [3] [4], where it is shown that they possess similar structures.