Synergetic Lattice Field Theory
CONTENTS
THREE-DIMENSIONAL CONTRACTION OF THE SYNERGETIC FIELD AT THE CENTER OF A QUARK
In synergetic lattice field theory, elementary particles are not entities external to the field, but are rather localized distortions of the field itself. There is no concept of matter and field, or matter and space. Instead, there is just the field of space defined by the synergetic field and localized distortions of the field manifesting as the standard model's elementary particles.
Figure 1: Quark, Tetrahedral-Style Jitterbug Transformation of the Synergetic Field. The local deformation of the synergetic field associated with quarks starts where the local electron-octahedral contraction leaves off. The initial state of the animation above shows the local deformation as it would appear at the center of an electron for a very small array of four vector equilibria in their octahedral phases, and nine surrounding vector equilibria underneath them, in their cuboctahedral phases. The sequential transformation of this array of vector equilibria from an “electron” configuration to a “quark” configuration then proceeds as the nine cuboctahedral phase vector equilibria transform to their tetrahedral phases while the octahedral phase vector equilibria rotate around their vertex axes. The full tetrahedral contraction shows the configuration of the synergetic field at the very center of a local field deformation associated with a quark.