The fight over unified fields, so easily mastered by NLIT (NLT), is a long lasting one. Unification of the fields was difficult only because of the failure of prior theories to recognize that all aspects of the universe required unification, your welcome. It certainly would have been better for everyone if a PhD with a better attitude had discovered it. But no, it was me; the dissertation leading up to it was largely informal. However, the development was not.
The key lies only in the elimination of time in equations and the consequent revelation that dimension is a function of the linearity of time. There is no substitute, there is only the introduction of non-linearity. This is the presumption, by Einstein, that everything can happen at once which necessarily means that everything happens without the separation of time and dimension. Solving to eliminate time, then, is also solving to eliminate dimension.
As this was done, it became apparent that a coordinate system had to be substituted for a system based on the false perception of time as a separate axis (its just one of four similar coordinates changing together) and dimension as true separation instead of what it is (coordinate changes).
What is most interesting about this article, is that it recognizes the existence of dimensions which are actually "manifolds" of one plus dimension over what is perceived. It is possible to arrive at similar destinations based on different starting places.
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