W. Benshy,
Thank-you very much. That was very helpful. Regardless of anyone's preference of paradigm, it is most important to understand what the professional consensus of any discipline technically amounts to. And QFT, though lacking an "exact structure of the main quantum fields", has proven very productive in both cosmological and particle physics. The announcement at the beginning of this year of the consensus of discovery of the last elements in the seventh row of the periodic table, would be a QFT analytical result from the properties of disintegration products.
The argument in Relativistic Field Theory, which also lacks an exact structure of main unitary fields, is that time and space are not invariant but that same transfer at constant light velocity is. Personally I feel that it is possible to define a unitary quantum field using either measurement scheme if we accept an added degree of freedom where energy density varies in direct inverse proportion to velocity. This would mean that the vector of a particle would be determined, and be theoretically measurable, by the change of density from the upper bound and the shape of the denser regions. The "internal alteration" made real. The spacetime of the particle field itself would not need reference to another to "know" its own velocity.
Thanks again for the concise tutorial. jrc