[AntonioLao]

A mathematical model of the mind can be built starting with some definitions of the following fundamental concepts.

One of these concepts is the existence of mindwaves. These are neither transversal nor longitudinal but doubly circular, analogous to a doubly independent superimposed standing waves (see http://www.glenbrook.k12.il.us/GBSSCI/PHYS/mmedia/waves/swf.html and http://en.wikipedia.org/wiki/Standing_wave and http://hyperphysics.phy-astr.gsu.edu/Hbase/waves/standw.html). Since each circle is the center of a local infinitesimal primary force they don’t attract instead they repel each other. This repulsion defines a local infinitesimal spatial frequency (see http://en.wikipedia.org/wiki/Spatial_frequency). Its ratio over the temporal or angular frequency (see http://en.wikipedia.org/wiki/Angular_frequency ) gives its speed and this is equivalent to the ratio of the absolute value of the local infinitesimal electric field over the absolute value of the local infinitesimal magnetic field. Therefore each mindwave is composed of two quantized spin structures which are both spinning at some finite angular velocities at all time at the local region of spacetime around the central triple point phase transition for matter, energy, and spacetime (square of energy).

Depending on its speed, a mindwave acquires mass property when its speed becomes subluminal. It acquires radiative property when its speed is at exactly lightspeed. When its speed becomes superluminal the mindwave merged with the global field of continuous spacetime while still maintaining its local infinitesimal property of quantized spacetime at a maximum of eight degrees of freedom. Consequently, these doubly circular waves formed two distinct polarities and for lack of better words these are called simply the positive and negative wave or if so desired the good and the bad wave depending on context. Their inherent four dimensional character is equivalent to the four dimensional spacetime of special and general relativity. Its dimensionality is determined by dividing its degrees of freedom by two such that for 1-dof (degree of freedom) the dimension is fractal of 1/2, for 2-dof, the dimension is 2, for 3-dof, the dimension is fractal of 3/2, for 4-dof, the dimension is 2, for 5-dof, the dimension is again fractal of 5/2, for 6-dof, the dimension is 3, for 7-dof, the dimension is fractal 7/2, for 8-dof, the dimension is 4, and so on and so forth.