Joseph K. Myers

Friday, October 25, 2002

Ka = mb Relativity Equations

Equation for Relativity:

ka = mb

Equation for non-Relativity:

a = mb/k

Note: this simplification cannot be performed in the case of relativity. If it is, we would be forced to impose the limitation that m does not equal 0, because if m could equal zero then k could equal zero, and the operation would be undefined. This idea is the central requirement of relativity. Zeroes cannot exist.

The functions k and m are defined all along the range of both variables, for any value of the variable, other than zero, which is non-relative and therefore cannot exist. (If zero could not exist, we would be forced to say that this case is a proof of the existence of nothing, i.e., 0 does not equal 0.)

Since neither k nor m may be zero, it is obvious that a and b cannot include 0, because (it would be non-relative) the other independent variable would be restricted to the same value, 0, since the coefficient of any other number would be 0 to fulfill the equivalency, and the coefficient, as we have said, may not be zero.

Thus, the functions of relativity are only defined in the case that _nothing_ is zero.

So 0 does not exist.