E=mc2 

A good sample are relatives. They are all relatives. Seen from my position, the relatives remain each for themself in the relation where they are. Meaning, my aunt would ever be my aunt. My uncle my uncle and so on. Relatives are relatives not relative. Here, since this equation, is, most likely, a wrong understanding of relativity,  if there ever has been somewhat like that, at all. So, for the reason Einstein did not add the addition, valid only when bigger than 0, the hole equation is not adaptable. 

 

An issue that I have got here is the fact of c². In the moment it is spoken about -c² . Not because of c but every other value that could get a ² added. 

 

Lets stay here with this particular equation course I went trough it so often without ever really having gotten what c stands for, in fact. 

 

Mathematics as far as I know always want to see or get c² or all ² or all 4 ..... positive. Whether this is a predefinition or if you get here on a calculated path was not important. I think it is right. C or whichever square is positive. Since the computers age we know, single signs are seen all independent by the computers. And in fact I would say they are. So the c and the ² have nothing to do with each other indeed. Even E or = or even m  have not. 

 

In math it never can be said when the - as an arithmetic operation changes to a pre- sign. This moment isn't there, course the signs as I typed above are all independent from each other. Because of the different positions that 2 and -2 have in geometry the computer like understanding of the single signs is the only one adaptable. So to express the always being plus of which the 2 does, it has to be, to stay with the sample E=m*(-c)2) . In this moment and in this moment only the 2 doubles the - also and has not the slightest effect on m.

 

In a correct manner one ought to say, the equation so in this kind not doubles the minus first but excludes the variant E=m*(0-c)² or than two E=m*(0*-c)², finally but not makes scense again.

 

 

 

 

 

 

 

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Steffen Schenk

Rhythm University