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Conventional Quantum Mechanics!

Einsteins Mass to Energy Equation and the V wave - Page 5

Einstein based his equation upon the EXTERNAL FORCES acting on a body. I resolve his equations to mine acting with INTERNAL FORCES for a particle!

continued from page 4
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Matching Equations for Energy
Although the equations all form a U shape they need manipulation to match more completely. The fact that they do not match perfectly may be explained by noting if the internal and external forces do not match perfectly than as we approach light speed then space will have to deform to compensate for any anomaly. Also the V wave does not just describe mass to energy proves as does Einstein’s equation but includes a second process,

In figure “Mass to Energy 3” I am using the shape for the V wave given by the equation y = e^x + e^(-x). Distances double in 4D so a factor of 2 fits my geometry. I compare this to Einstein’s Modified Equation of y = 1/(1 - (x)^2) and finally the equation derived using the Error Function.
I am particularly interested in these curves between -1

Mass to Energy 2

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