Teaching
Quantum-Relativity, GNqr or GUT.
Prior to studying Quantum-Relativity, one must become familiar with Gaussian rotational arithmetic:
Alternatively, if you already feel fully familiar with rotational-arithmetic, then proceed with this page:
In 1972, I was ecstatic that Clauser and Freedman could confirm my view that Einstein had completely missed the point, the problem for everybody else was that physicists do not listen to student electrical engineers. By 1972, I had already lived with the key solution for 13-years, it took me yet another 35-years to find the time to start dealing with this issue and then 14-years of hard work. The joke is that while I had found that building Quantum-Relativity was a whole lot of fun, by the time that I finally had it, I found that I seemed to be the only one who genuinely wanted the mathematics of our Universe to be fun and easy. Everybody else seemed to want it to remain an impossible mystery, that "need-for-mystery" (blind-terror of Truth) was the only genuine mystery that I could find.
All Quantum-Relativity learning can only be easily absorbed, where it is learned - BACKWARDS:
It took me 14-years to build Quantum-Relativity in the forwards direction, but less than one hour to explain it backwards. I am equally as slow as Einstein was. The only blocking factors that I could find were: 1) deliberate obfuscation of logic, 2) clinging for protection to the insane tribes and 3) blinding terror of confronting the answer, i.e., the mystery of not actually wanting to know.
