Metric-Related Relative Motion

When one is initially to take the basic forces of nature; while then embedding upon these inferred forces, a correlative generic Chern-Simons-Invariant gauge-action -- this works to indicate the Main Influences of physical nature, as operating upon a respective system of a metric-related tense of relative motion, -- by which one is here to be able to mathematically work to bear the inferred determined Main Influence "out in front" of a metric-related operator, that is here to be operating upon some sort of a system, that is here to involve a tense of relative motion.

For Instance:

Let's say that one were to take a situation, in which there is here to be two different Chern-Simons-Invariant gauge-actions.  One is to be directly relating to the thought force, while the other is to be directly relating to the force of gravity.  Let us next say that both of these inferred gauge-actions, are to be of a cotangent bundle of R3. Let's next say, that both of these said respective gauge-actions -- are here to work to bear the same Pattern of a Lagrangian-related trace.  Next -- chose your Ads equations, while then working to determine what the two individually taken Chern-Simons-Invariant gauge-actions are to be.  At this point, work to determine what the two individually taken Main Influences are to be, as derived from the ante descendant math implied here, after figuring-out what these just determined gauge-actions are. Now, couple these two said gauge-actions -- by taking the product that is here to exist between the two said "actions."  (A.K.A. multiply these together.)  Next; take what one would then work to determine, as being the mathematical expression of the earlier implied product of the two considered Main Influences, With the system of metric-related relative motion, that it is here to be operated upon.  What one would get, is a constant times "seconds" (time) -- operating upon a directorial-related metric, that is here to be operating upon the following generic mathematical substrate:   (a constant times "jerk" (change in acceleration per time) + a constant times acceleration + a constant times velocity + a constant times metric + a constant times pulse) times a constant, while then dividing this whole thing by 8*PI^2.  In this case, then, when working towards determining the product, that is here to exist between two of the main influences of physical nature From two of the basic forces of nature, one is here to consequently get a value of "time" operating upon a metric of relative motion. Sam Roach.