Beyond Einstein’s E=MC² Quantized Relativity

Could we go beyond Einstein’s E=MC²?

By adding the Lorentz contraction ˠ between the energy and mass E=ˠMC² we make the space and time dilation of Einstein’s Theory of Relativity part of the equation linking it with the speed of light. 

We have energy ∆E slowing the rate that time ∆t flows as a universal process of energy exchange or continuous creation. The Rest mass M˳ will increase relative to this process with gravity being a secondary force to the electromagnetic force. 

The brackets in the equation (E=ˠM˳C²)∞ represent a dynamic boundary condition of an individual reference frame with an Arrow of Time or time line for each frame of reference.   

The infinity ∞ symbol represents an infinite number of dynamic interactive reference frames that are continuously coming in and out of existence. 

The mechanisms for the interaction between reference frames is represented by the c² in the equation.

Light radiates out spherically because the process is relative the surface of the sphere we have to square the radius. Therefore the speed of the process, the speed of light, is squared.

This spherical geometry can be based on Huygens’ Principle of 1670 that states, every point on a light wave front has the potential to form a secondary spherical wave front. 

In this theory every point represents a potential photon electron interaction with light being a wave with particle characteristics as an uncertain probabilistic future unfolds or comes into existence.

We have the exchange of photon energy between every cause and effect, every action and reaction. Within this process the Planck constant ħ=h/2π is a constant of action linked to 2π representing that, when spherical surfaces interact they do so as circles and as a two dimensional process.

We find 2π in Heisenberg's Uncertainty Principle, between energy and time ∆E ∆t ≥ h/2π.

As part of a geometrical process this can represent, not just circular geometry, but also the potential for line symmetry.

There is the potential for an infinite number of line symmetries within a circle, that in this theory represent emergent time lines for future possibility and opportunities.

If we reformulate this geometrical process based on Heisenberg's Uncertainty Principle ∆×∆p×≥h/4π between position and momentum we find 4π representing the spherical geometry.

The Universe uses the most simple geometrical shape to form complexity and diversity. The interior of the sphere is naturally three dimensional giving us our three dimensions of everyday life.

There is no need for the extra dimensions of String Theory, we have a dynamic two dimensional manifold or boundary condition within three dimensional space.

The two dimensional surface of the sphere forms a manifold for photon ∆E=hf energy, to continuously transform potential energy into the kinetic Eₖ=½mv² energy of matter, in the form of electrons. Kinetic energy is the energy of what is actually ‘happening’. 

In such a theory, there is no background clock to quantum mechanics. The Universe is a geometrical continuum with an emergent future unfolding photon by photon ∆E = hf with the movement of charge and flow of EM fields.

The mathematics of quantum mechanics as a geometrical process represents the physics of time its self, that form the space-time that we have in Einstein’s Relativity.

Therefore this equation unities quantum mechanics and Einstein’s Relativity within one process. We have the surface of light waves forming the curvature of space-time with proper time unfolding upon that curvature.

Proper time being the actual time within each temporal reference frame with each individual observer being in ‘the moment of now’ within the centre of their own reference frame.

Because we all have our own ‘moment of now’ the individual observer has to be part of the process that explains the continuum of time and dynamics of three dimensional space.

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