6. Holes in the Background Field

In [3], the resistance of the space is indicated as inertia. Since this resistance is based exclusively on the presence of VG in the BF, it is easy to imagine that if there was no BF, the resistance of the space would be equal to zero. In a space without resistance, fermions would no longer interact with any virtual boson and there would consequently be nothing that could stop their movement (except other real particles eventually). The result would be that the velocity of any real particle or body would become infinite with the time, since the time necessary to pass through such an empty space would tend to be zero.

In such a space, light would have no longer to oscillate around any virtual boson, since there would be no virtual boson at all. In consequence, light would be no longer be a wave but linear and its speed would become infinite. There would further be no difference between bosons and fermions, since they would be in fact not even present (if we tried to find a particle, we would need an infinite amount of time). Particles would then cross this space with an infinite velocity so that a portion of such empty space would look like a "hole in our universe."

Such holes could effectively exist near singularities or other very energetic regions of our universe. In this case, the "absolute void" would emerge through a hole in the space and we would immediately recognize the BF due to the increase in its contrast with the hole. Since the absolute void has size but no resistance with respect to moving particles, such holes could be crossed by photons and fermions in a time almost equal to zero (at the border regions of such holes, a particle would probably first accelerate before its velocity tended to be infinite).

A hole in the BF would also mean a complete interruption of fields of force, since virtual bosons in fields of force are linked together by strings. The considerable tension between these strings would probably avoid that part of the field of force which "evaporates" in the absolute void of the hole. On the other hand, fermions and free bosons (i.e. light particles) could pass through such holes easily because they are not linked to any field by means of strings.

In consequence, if astronomers detect certain galaxies or celestial formations that do not influence each other mutually according to the known laws of physics, this could mean that there is a hole in the BF between these formations. In such a case, the mutual attraction, as well as any electric and magnetic field, would be interrupted by the hole.

Holes in the BF could probably best be found at the borders of the universe or in its geometrical center since these are probably the most energetic regions that can exist according to the Big Bang Theory. In consequence, between us and the "other side" of the universe (e.g. on the other side of the center of the Big Bang) there could be a hole in the BF. We may be able to see the light from the other side of the Big Bang, but the information of those light waves would probably be a bit "fuzzy" because of their path through such a singular hole.