Smooth Increase In Scalar Magnitude Of Metric-Gauge-Related Pulsation

 Let us initially consider, a constantly rotating given arbitrary mass-bearing cohesive set of discrete energy quanta, to where such an inferred "team" of energy quanta, is to spontaneously work to bear only the perturbation, of an increased metric-gauge-related pulsation, -- due to what is here, in this particular case, to be a smooth increase, in the correlative scalar magnitude of the reciprocal of e^(the del of the Ricci Flow): -- 

[(1/(e^(del of the Ricci Flow)))]; -- As such a constantly rotating mass-bearing cohesive set of discrete energy quanta, is to only work to bear the perturbation of an increased metric-gauge-related pulsation, as taken over the span of a proscribed respective duration of discrete time, -- this general type of a  kinematic alteration, in the acceleration of the said rotating mass-bearing cohesive set of discrete energy quanta, will consequently tend to work to increase, both the scalar magnitude of the speed of the correlative rotation of such a "team"of energy, as well as working to enhance the isotropic stability of the inferred set of discrete energy quanta, of such a given arbitrary respective case. In turn; such an enhancement in the isotropic stability of the inferred "team" of mass-bearing energy, will consequently often tend to increase the ability, of the said set of discrete energy quanta, to work to display a stronger exhibition, of a tense of resonant vibration. I WILL CONTINUE WITH THE SUSPENSE LATER! TO BE CONTINUED! SAM ROACH.

Metaphorical "Reflex" Of Metric-Gauge-Related Pulsation

For mass-bearing cohesive sets of discrete energy quanta, I stipulate that the physical attribute of:

(1/(e^(del of the Ricci Flow)));

is Metaphorically tantamount, to acting like the "reflex" of that metric-gauge-related pulsation, -- that is here to be most directly appertaining, to the kinematic flow, of the motion of any of such given arbitrary said mass-bearing cohesive sets of discrete energy quanta. To Be Continued! Sincerely, SAM ROACH.

Covariant Metric-Gauge-Related Pulsation And Electrodynamics

When one is to have a cohesive set of orbifold eigensets, that are here to work to bear a covariant tense of a metric-gauge-related pulsation -- that is thence to bear a unitary Lagrangian-based path, that is to have its bearings via an overall holomorphic-related directional drive, -- the consequential resultant repulsive component of such an inferred tense of a metric-gauge-related pulsation, tends to be relatively more associated with a fractal of Voltage than amperage; whereas, the consequential resultant attraction component of such an inferred tense of a metric-gauge-related pulsation, tends to be relatively more associated with a fractal of Amperage than voltage. To Be Continued! Sincerely, Samuel David Roach.

Metric-Gauge-Related Pulsation And Holomorphic Subtension

Let us initially consider two different given arbitrary orbifold eigensets, that are here to be working to bear a Yukawa-related coupling upon one another -- to where the resultant inferred overall interdependent field, that is thus formed by the consequential kinematic interaction of the two different implied cohesive sets of discrete energy quanta, -- is to be of a nature, that is here to be both covariant, co-differentiable, and co-determinable, over a relatively limited span of time (of which may be mathematically considered in this case, via the application of a correlative Fourier Transformation).  If both of the herein stated orbifold eigensets, when individually taken in respect to the other correlative orbifold eigenset of such a given arbitrary case scenario, are to be subtended in the relative holomorphic path of the other respective orbifold eigenset, -- then, the consequential resultant interdependent covariant field, that is thus formed by the Yukawa-related coupling of these two inferred cohesive sets of discrete energy quanta upon each other, will then tend to work to bear a relatively greater absolute value of a scalar magnitude of metric-gauge-related pulsation, -- than if these two different earlier implied interdependent orbifold eigensets were, instead, to not be subtended in the holomorphic path of one another, -- over the durational course of the earlier inferred tense, of a correlative Fourier Transform.
I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.

Del Of The Ricci Flow And Metric-Gauge-Related Pulsation

Let us initially consider a covariant relationship, that is here to exist between two different orbifold eigensets. Let us think, more specifically, about the relationship between the Del of the Ricci Flow, and the directly related resultant covariant metric-gauge-related pulsation -- that is here to exist (or "co-exist"), between (or among) the given arbitrary field, -- that is here to help at working to link the interaction, that is here to occur between the two different but interdependent inferred cohesive sets of discrete energy quanta, that are to be considered in this particular case scenario. :

When the Del of the covariant Ricci Flow is to be of a positive fractional value, that is here to be relatively closer to "0," then, the resultant metric-gauge-related pulsation will consequentially tend to be of a larger scalar magnitude/amplitude -- than if the correlative Del of the covariant Ricci Flow were, instead, to bear a positive fractional value, that would otherwise be relatively closer to "1."

Furthermore; when the Del of the covariant Ricci Flow is to be of a negative fractional value, that is here to be relatively closer to "-1," then, the resultant metric-gauge-related pulsation will consequently tend to be of a larger scalar magnitude/amplitude -- than if the correlative Del of the covariant Ricci Flow were, instead, to bear a negative fractional value, that would otherwise be relatively closer to "0."

To Be Continued! Sincerely, Samuel David Roach.

Correction As To Equation Involving Determination Of Metric-Gauge-Related Pulsation

In the equation that I had mentioned at an earlier time, -- as to how one is to work to determine what the relative metric-gauge-related pulsation is to be, between two different distinct orbifold eigensets, -- there is here to be a correction to the equation that I had utilized:
It should actually be:
3.026*10^(-32)Kg*(m^3/s^2)*(1/e^(del of the Ricci Flow))( which is in terms of (s^2/m^2))
*(the Average angle -- that is here to be considered over a Fourier-related Transformation (that is here to be taken over the duration of a directly corresponding evenly-gauged Hamiltonian eigenmetric), that is here to be subtended between the two different distinct orbifold eigensets, over the time in which one is here to be in consideration as to what the correlative covariant metric-gauge-related pulsation is to be)
*(The actual overall amount of time, in which such a given arbitrary relative metric-gauge-related pulsation -- is thus to transpire).  (Such a said scalar amplitude, that is of a given arbitrary respective metric-gauge-related pulsation, is then to be in units of:  Kg*m*< >*s).
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.

Metric-Gauge-Related Pulsation Bears A Proportionality To This

The metric-gauge-related pulsation, that is to be taken between any two different given arbitrary orbifold eigensets -- is:

(3.026*10^(-32)Kilograms*Meters^3/Seconds^2))
*(e^(Ricci Flow))*(((e^(Ricci Flow))^2)-1)^.5))(In Terms Of Seconds^2/Meters^2)
*(the duration of the correlative Yukawa Coupling, that is here to involve the two different said orbifold eigensets)
*(the angle that is here to be subtended between the two given arbitrary orbifold eigensets).

So, there is a proportionality between "e" taken to the power of the Ricci Flow and
the scalar amplitude of the correlative metric-gauge-related pulsation.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.

Magnetic Pull And Gravity

Let us initially say that one were to have an interconnected interdependent phenomenology.  An increase in its magnetic pull, works to increase its interdependent metric-gauge-related pulsation.  An increase in an interdependent metric-gauge-related pulsation, works to increase its interdependent gravitational association.  So, if one were to work to cause a constant change in the direction of the velocity of the magnetic pull upon an interdependent phenomenology -- one would then logically tend to be working in the direction of decreasing those ulterior gravitational forces, that would otherwise be limiting the freedom of the motion of the so-stated interdependent phenomenology, over time. Such a tendency would then be enhanced -- if one were to use materials that were here to involve a high tense of a reverse-fractal of Majoranan-Weyl-Invariance, and thus, a high tense of conformal invariance that is at an internal reference-frame (both a high conductivity and a high resonant vibration).
I will continue with the suspense later! To Be Continued!  Sincerely, Samuel David Roach.

Pulsation And Gravitational Wave-Tug

Let us consider two different sets of dual orbifold eigensets, that are here to be in such a situation, to where these will both incur a certain scalar amplitude of gravitational force, the one of such a dual state upon the other -- to where, this is a case in which one is to have two different comparative cases -- in which one orbifold eigenset is to be working to bear a scalar amplitude of gravitational force upon another orbifold eigenset.  Let us next say that all four so-eluded-to orbifold eigensets are to bear the same number of discrete quanta of energy, as well as that all four of such said orbifold eigensets are to here to behave in such a Ward-Cauchy-related manner -- to where all of these said eigensets are here to be exhibiting a tense of superconformal invariance, at the internal reference- frames of all four of such individually taken just mentioned eigensets.  Everything else basically the same, that one set of dual orbifold eigensets, which is here to be exhibiting a higher metric-gauge-related pulsation -- the one to the other -- will then tend to be the one set of the two, that will more than likely work to bear a higher gravitational wave-tug, as to the force of gravity that will work to inter-bind the two said eigensets.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.