Hermitian Alteration -- From A Clifford Expansion Into A Euclidean Expansion

 When the Fourier-Related-Progression, that is of the Lagrangian-based motion of a given arbitrary Hamiltonian Operator, that is to be initially propagated, via the workings of a hermitian Clifford Expansion, to where it is here to spontaneously bear an alteration (perturbation), into the ensuing Fourier-Related-Progression, of the Lagrangian-based motion of the respective  Hamiltonian Operator, that is thence to consequently result in ending-up being propagated, via the workings of a hermitian Euclidean Expansion; It follows, that this general type of an inferred  kinematic cohomology-related transformation, will often have some sort of a tendency, of being exhibited by the altered covariant field of such a stated Hamiltonian Operator, via the general mathematical workings, of the Greene Function. TO BE CONTINUED! SINCERELY, SAM. 

Holomorphic Transfer, Involving Either A Clifford Expansion Or A Euclidean Expansion

 Holomorphic Transfer, involving a Clifford Expansion, may often tend to work to bear a means of being mathematically expressed, by utilizing a hyperbolic co-tangential angle. Whereas; Holomorphic Transfer, involving a Euclidean Expansion, may often tend to work to bear a means of being mathematically expressed, by utilizing a heuristic co-tangential angle. I WILL CONTINUE WITH THE SUSPENSE LATER! SAM.

Please let me elaborate, upon my immediately prior oversimplification:

Let's Metaphorically say, that you were a physical entity, of a general type of Ward-Cauchy-Related phenomenology. Let's now say, that "you" were the multi-dimensional phenomenology, that things were being drawn towards, as taken in a respective multi-dimensional manner, over a potentially relatively brief duration of time. Let's next stipulate, that, from an Immediately Externalized Reference-Frame, from the Poincare level of your covariant state of phenomenology, that you are being transferred, (you are moving, here), from one spot to another, as this relatively simplified metaphorical example, is here being mentioned. The "holomorphic transfer," of which is here to be directly involved, with the Symbolic "you," as a moving "co-tangential bundle," is, in this particular type of a Metaphorical case scenario, to often be in need, of utilizing hyperbolic trigonometric functions, in the process of working to mathematically describe, the workings of such a said "transfer." This general genus, of a Metaphorical case scenario, works to describe, a tense of a holomorphic transfer, involving a Clifford Expansion. Whereas; The "holomorphic transfer," of which is here to be directly involved in such a case, to where if instead, you, as the Symbolic "co-tangential bundle," were Not moving, at an immediately external perspective, from your Metaphorical reference-frame, would often tend to be in need, of utilizing heuristic trigonometric functions, in the process of working to mathematically describe, the workings of such a said "transfer." This second just mentioned general genus, of a Metaphorical case scenario, works to describe, a tense of a holomorphic transfer, involving a Euclidean Expansion. I hope that I have now made this much clearer, with an example. Sincerely, Samuel David Roach.