I am not the first

The type of system used in this field theory has been a round a bit. There were others, I am finding them and making a large reverence set here. Looking thru one can see all the components. My contribution was the idea of subsampling and the Pauli rate. That is what connects all the ideas.

Wiki: MUSE, a compression system for Hi-Vision signals, was developed by NHK Science & Technology Research Laboratories in the 1980s, employed 2-dimensional filtering, dot-interlacing, motion-vector compensation and line-sequential color encoding with time compression to 'fold' an original 20 MHz source Hi-Vision signal into a bandwidth of 8.1 MHz.

Look, there is Harry Nyquist doing this before Shannon came along:

Wiki: The fluctuation-dissipation theorem (FDT) is a powerful tool in statistical physics for predicting the behavior of non-equilibrium thermodynamical systems. These systems involve the irreversible dissipation of energy into heat from their reversible thermal fluctuations at thermodynamic equilibrium. The fluctuation-dissipation theorem applies both to classical and quantum mechanical systems. The fluctuation-dissipation theorem relies on the assumption that the response of a system in thermodynamic equilibrium to a small applied force is the same as its response to a spontaneous fluctuation. Therefore, the theorem connects the linear response relaxation of a system from a prepared non-equilibrium state to its statistical fluctuation properties in equilibrium.[1] Often the linear response takes the form of one or more exponential decays. The fluctuation-dissipation theorem was originally formulated by Harry Nyquist in 1928,[2] and later proven by Herbert Callen and Theodore A. Welton in 1951.[3]

A little about Harry Nyquist:

Wiki: As an engineer at Bell Laboratories, Nyquist did important work on thermal noise ("Johnson–Nyquist noise"),[3] the stability of feedback amplifiers, telegraphy, facsimile, television, and other important communications problems. With Herbert E. Ives, he helped to develop AT&T's first facsimile machines that were made public in 1924. In 1932, he published a classic paper on stability of feedback amplifiers.[4] The Nyquist stability criterion can now be found in all textbooks on feedback control theory. His early theoretical work on determining the bandwidth requirements for transmitting information laid the foundations for later advances by Claude Shannon, which led to the development of information theory. In particular, Nyquist determined that the number of independent pulses that could be put through a telegraph channel per unit time is limited to twice the bandwidth of the channel, and published his results in the papers Certain factors affecting telegraph speed (1924)[5] and Certain topics in Telegraph Transmission Theory (1928).[6] This rule is essentially a dual of what is now known as the Nyquist–Shannon sampling theorem.

 Real close here:

Hannson:
Department of Physics, LuleåUniversity of Technology, SE- 971 87 Luleå, Sweden.

The oldest enigma in fundamental particle physics is: Where do the observed masses of elementary particles come from? Inspired by observation of the empirical particle mass spectrum we propose that the masses of elementary particles arise solely due to the self-interaction of the fields associated with a particle. We thus assume that the mass is proportional to the strength of the interaction of the field with itself. A simple application of this idea to the fermions is seen to yield a mass for the neutrino in line with constraints from direct experimental upper limits and correct order of magnitude predictions of mass separations between neutrinos, charged leptons and quarks. The neutrino interacts only through the weak force, hence becomes light. The electron in-teracts also via electromagnetism and accordingly becomes heavier. The quarks alsohave strong interactions and become heavy. The photon is the only fundamental particle to remain massless, as it is chargeless. Gluons gain mass comparable to quarks, orslightly larger due to a somewhat larger color charge. Including particles outside the standard model proper, gravitons are not exactly massless, ut very light due to their very weak self-interaction.

There are more in this collection: The Heisenberg Uncertainty Principle and the Nyquist-Shannon Sampling Theorem [ 74Kb ]

In 2011 the idea of Orders was around. Motion is not absolute because we are compacting in place.
 

The idea that absolute motion through space is undetectable has been around for a long time, spanning the work of Galileo and Newton, and the Special and General theories of Relativ- ity [1]. The Relativity Principle asserts that the cosmos is so constituted that it is impossible to detect absolute motion by any type of experiment whatsoever, or in more modern terms, that the equations of physics must be fundamentally covari- ant [2]. It is important to note, however, that this principle does not imply that a fundamental reference frame does not exist. In fact, the following discussion indicates that there may be a hierarchy of reference frames that are hidden from our view