The Chest of Time

As we noted above, many previous studies have successfully derived the principles of quantum mechanics from the fractality of space-time, but we want in the remaining of this section to outline an alternative description based on the new complex-time geometry. As a result of perpetual re-creation, matter in the Universe is alternating between the two primordial states of void and vacuum, which correspond to the two states of super-mass (0, 0) and super-energy (c, c), respectively. Since (0, 0) is real void or absolute “nothing” , it remains only the state of vacuum (c, c), which is a perfectly homogeneous three-dimensional space, according to our normal perception. Therefore, the Universe, as a whole, is in this perfect state of Bose-Einstein Condensation, which is a state of “Oneness” , because its geometrical points are indistinguishable and non-interacting, so it is a perfectly symmetrical and homogeneous or isotropic space. Multiplicity appeared out of this Oneness as a result of breaking the symmetry of the real existence, the super-energy (c, c), and its imaginable non-existence, the super-mass (0, 0), into the two states of super-fluid (c, 0) and super-gas (0, c), which correspond to particles and anti-particles, which are perpetually, and sequentially, annihilating back into energy (c, c) and splitting again. This process is occurring every moment of time, and this is actually what defines the moments of time, and causes our physical perception and consciousness.

If existence remained in the bosonic (c, c) state, no physical particles will appear, and no “time” , since no change or motion can be conceived. Normal (or the outer level of) time starts when the super-fluid state (c, 0), which is the aether, is excited into (c, v), which describes physical particles, or fermionic states, while at the same time the orthogonal super-gas state (0, c) is excited into (v, c), which describes anti-particles that are also fermions in their own time, but bosons in our time reference, and vice-versa, because these opposite time arrows are orthogonal, as we described in Chapter V of Volume II.