Gauge-Actions And Monomial-Based Path

A set of gauge-actions are said to bear a monomial tense of a path, -- when this said set of gauge-actions, are to only work to bear one pattern of a Lagrangian-based path.  Let me explain this here in more detail.  A Lagrangian is the actual motion that energy is to exhibit.  Consequently; when one is here to be dealing with a set of discrete quanta of energy, -- the correlative Lagrangian, is the actual motion that the said respective set of discrete quanta of energy, is here to exhibit.  Next;  Let's say that there are to be four different superstringular activities, that are here to be occurring at a general proximal local region.  Whether or not the scalar amplitude of each of these inferred Ward-Cauchy-based Fourier-related activities are to be of the same magnitude, each of these superstringular activities is here, in this particular case, to exhibit the exact same route of transfer Of their individually taken overall discrete quanta of energy (one overall set of discrete quanta of energy for each individually taken set of gauge-actions).  Since each of the four said sets of gauge-actions, are here to be displaying the same path, by which their correlative energy is to be transferred, -- there is here to be only one type of pattern of Lagrangian-based path to be considered here.  One could then, theoretically, map-out the actual path of each of these sets of gauge-actions upon each other, in a Laplacian-related manner, -- and, these would consequently, then, be able to overlap.  Consequently; there is here to be only one type of overall path of energy, that is here to be exhibited.  This, thereby, works to constitute a monomial tense of a path. To Be Continued! Sincerely, Samuel David Roach.