Innate Heuristic Holomorphic Pulse Of Discrete Energy Quanta -- Conservation Of Homotopic Residue

 The holomorphic direction of individually taken discrete energy quanta, is in the relative "I" direction. Since (I)! = I*Pi, the innate heuristic net holomorphic pulse of discrete energy quanta, often tends to be in terms of I*PI*Meters*Seconds. The anti-holomorphic direction of individually taken discrete energy quanta, is in the relative "-I" direction. Since (-I)! = (-I/PI), the innate heuristic net anti-holomorphic pulse of discrete energy quanta, often tends to be in terms of (-I/PI)*Meters*Seconds. Indirectly, then; The phenomenology that I have termed of, as being the I*PI(Del) Action, is directly involved, with that general type of activity, that is here to be associated with the general process, of the conservation of homotopic residue. This seems to elude to me, that part of the reason, as to why things in the superstring-related realm act as they do, to where homotopic residue tends to be conserved, for Noether-Based mass-bearing cohesive sets of discrete energy quanta, is related to the general physical condition, that individually taken discrete energy quanta, tend to have an innate tendency, of "wanting" to be tugged into their specifically gauged forward-holomorphic direction; This is to where, such Noether-Based mass-bearing cohesive sets of discrete energy quanta, are thence to have the intrinsic tendency, of "wanting" to bear the general characteristic, of working to bear an innate heuristic holomorphic pulse, in a general manner, that is here to tend to be in terms of I*PI*Meters*Seconds. To BE CONTINUED! SAM ROACH.

A Brief Editorial About Light Speed

As an initial ansantz, light is the prime example that one is to generally think of -- when one is here to be talking about electromagnetic energy.  Light in a vacuum on earth -- when this is here to be taken into consideration of, by both the motion and the gravitational influences of our said earth, to where such inferred influences are here to work to effect the relative rate of such light -- works to help such said light, to travel at a velocity of 2.99792458*10^8 meters per second, under the just implied Cauchy-related conditions.  The fastest speed that electromagnetic energy (when not including Kirchoff Radiation), is capable of traveling at in a vacuum, is at a rate of 3*10^8 meters per second.  Furthermore -- the overall average rate in which light may be propagated at through a vacuum, -- is at a rate of 2.999999985*10^8 meters per second.  To Be Continued!  Sincerely, Samuel David Roach.

Some Stuff As To The Speed Of Light

You know how electromagnetic energy (light) in a vacuum -- from within the realm of our planet -- travels at a velocity of 2.99792458*10^8 meters per second?  Our planet spins on its axis, and also orbits around our sun in an elliptical manner.  Both our solar system as well as our galaxy, is moving as a unit, -- through the fabric of space and time.  Did it consequently ever occur to people that fundamental electromagnetic energy, in the realm of any given vacuum to be considered here to exist in deep outer space -- may then often actually travel at exactly 3*10^8 meters per second?
I will continue with the suspense later! 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

Here is an idea -- as to what the mathematical formula is, as to how one is to work to determine what the metric-gauge-related pulsation is to be -- between any two respective given arbitrary orbifold eigensets:

(3.026*10^(-32))(kilograms*meters^3/seconds^2))*
(1/(e^(del of the Ricci Flow))(seconds^2/meters^2)*
(Angle Subtended Between The Two distinct respective given arbitrary orbifold eigensets -- as to here to be taken in a consistent manner)(< in degrees)*
(The Duration Of The Respective Given Arbitrary Yukawa Coupling -- In Which Such A Said Respective Given Arbitrary Metric-Gauge-Related Pulsation Is Here To Occur)(Seconds)

This is then to arise, to give units of Kilograms*Meters*Degrees*Seconds, --
In so as to work to provide a tense of a consideration of metric-gauge-related (Kg*Degrees),
Pulsation (Meters*Seconds).

This is in an effort to move in the direction of the Grand  Unified Field Theory.

I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.

Session 5 Of Course 20 -- Calabi Manifolds And Interactions

Light in a vacuum of space travels at 3.0*10^8 meters per second.  When light enters a medium that is not electromagnetic energy while it is also not a worm-hole, the light will tend to travel at a speed that is less than light speed.  For instance, when light strikes air, the light not only bends to a slight extent, it will also slow down to a correlative extent as well.  Once that light strikes the air, it will scatter -- while then subsequently tending to re-quantize to form light again.  Once the light reforms as light again, it will tend to travel in what amounts to as its given "tense of bend", yet in segmentations that are each of a relatively straight line, -- to where the said light, as it is here to be as is according to Snell's Law, is to then to go just slightly less than what light speed would be in a theoretical vacuum, as the so-eluded-to electromagnetic energy is to travel in the direction of "least time," as it is to only slow down and change direction, after each of such scatterings of the said light upon the so-eluded-to Calabi-Yau phenomenology of the said air molecules that it is to strike in a Gliosis-based manner over time.  For example, let's say that the given air was homogeneous in density, and that the light that I am referring to here did not have to significantly re-scatter again in the air, as the given light is here to be propagated downward toward the earth.  The light in this case is propagated towards the face of a body of water.  When the light strikes the water initially, the light will scatter, while then re-quantizing back into a beam of light that bends as is according to the density of the water -- and slows down as is according to this same density of the water.  The beam of light may be able to do this, if it is also not scattered by any plain kinetic energy, -- as other beams of light are to be inter-playing in this case scenario as well.  This beam of light may propagate until it is fully absorbed, most potentially by some alterior Calabi-Yau  space of mass.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.