Einstein’s Geodesics explained by a process of spherical symmetry formin...

One thing that all geodesics have in common is that the curved space is represented as a two dimensional surface embedded in our three dimensional space But there is no explanation of what this two dimensional surface is made of, or how it is formed. In this theory, we have a process of spherical symmetry forming and breaking, light radiates out has spherical waves and when it interacts with matter it forms photons that have particle characteristics. This forms the movement of charge with positive and negative charge forming the two dimensional surfaces for the geodesic. The characteristic of Positive and negative charge is formed by the outer convexed surface and the inner concaved surface. The wave particle duality of light and matter in the form of electrons is forming an emergent interactive process that is relative to the energy of each object or life form. This fits in with Einstein’s Relativity; where the curvature of space-time is directly related to the energy of whatever matter and radiation is within that reference frame. In relativity, proper time (from Latin, meaning own time) along a time-like world line is defined as the time as measured by a clock following that line. The apparent force of gravity is primarily due to the curvature of the “time” dimension, relative to the three spatial dimensions. Also the spherical geometry of this process can be seen in the work of Kepler. When he observed the motion of the planets, he found that they move in elliptical orbits with speeds that vary relative to their distance from the Sun. As the planet moves along its path, it sweeps out equal area segments in an equal time. There is a form of geometrical symmetry, but the symmetry is broken by the shape of the elliptical orbit. If the planets orbits were circular, there would be no variation in speed and we would have perfect symmetry in movement space and time.

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