The Solution to Quantum Mechanics Addendum

In a previous three part article, I lay out the fundamental equations which govern quantum mechanics (pi=mv, e=mv and epi=mv)

I would like to make two additions here. There is a fourth fundamental equation of pi/e=mv in which a particle will appear from out of nothingness.

Second, we can generalise the entirety of quantum mechanics ad infinitum. If we use the equation pi^2=mv we will have a double superposition or a quadbit in computing, pi^3=mv will produce a triple superposition or a sexbit. This might require new geometry but it will work. Conversely e^2=mv will produce a double quantum tunnel and so on and so forth. I refer the reader to my previous piece for the philosophical justification for such a process.

Lastly odd occurrences of pi and e together will produce all the rest of the phenomena in nature. epi^2 and pi.e^2 will produce new phenomena in nature and which should be tested empirically and so on so forth (eg. e^3pi e^3pi^2 and pi^3e^2 pi^3e etc etc)

Fin.