How Cohomology Works To Form Charge

 A kinetically symmetrical flowing braided Noether cohomology, that both works to form a hermitian Lagrangian, as well as also working to involve the covariant proximal local presence of kinematically transferred mass-bearing eigenstates, of which are here to tend to work to bear a spin-orbital nature, generally works to form charge. As this is here to be taken, over the durational course of a directly associated Fourier-Related-Progression, this generally works to form the phenomenology, of electromotive current, as measured via amperage. TO BE CONTINUED LATER! SAM ROACH.

The Quicker That The Spin-Orbital Momentum Is Spatially Translated, For A Mass-Bearing "Team" Of Energy Quanta

 The quicker that the spin-orbital momentum is to be spatially translated, for a given arbitrary Noether-Based mass-bearing cohesive set of discrete energy quanta, over a given arbitrary respective fixed proscribed duration of time, the greater that the Fourier pro-generative effect, that is of its directly corresponding i*PI(Del) Action, will consequently tend to be, to where this general type of a process of an enhanced Fourier pro-generative effect, will thereby have the general tendency, of working to increase the amperage, that such an inferred "team" of mass-bearing discrete energy quanta, is here to be working to externally display. I WILL CONTINUE WITH THE SUSPENSE LATER! TO BE CONTINUED! SINCERELY, SAMUEL DAVID  ROACH. (PHS1989.)

More About Regional Nodes Of Mini-String-Related Segmentation

 The following is an additional hypothesis, that makes sense to me.  Please let me know if this makes sense to you. The ratio of convergent discrete regional nodes of hyperbolically approached mini-string-related segmentation, With convergent discrete regional nodes of euclidean approached mini-string-related segmentation, helps at working to determine the force of magnetic repulsion. (Appertaining to Voltage). Whereas; the ratio of convergent discrete regional nodes of euclidean approached mini-string-related segmentation, Per time, helps at working to determine the force of magnetic attraction. (Appertaining to Amperage). I will continue with the suspense later! To Be Continued! Sincerely, Samuel David 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.

Change Of Electrodynamic Flow And Chern-Simons Singularities

When an electrical current ( a tense of charge per time) is to bear a tense of perturbation, over a given arbitrary course of time -- this tends to be indicative of the directly corresponding presence of Lagrangian-based Chern-Simons singularities, -- as appertaining to the here correlative manner of the kinematic activity of the said electrical current.  Consequently; when amperage is to work to bear a tense of perturbation over time, this tends to be indicative of the presence of the directly corresponding presence of Lagrangian-based Chern-Simons singularities.  Furthermore; when the flow of the magnetic field is to bear a tense of perturbation, over a given arbitrary course of time, this tends to be indicative of the directly corresponding presence of metric-based Chern-Simons singularities.  Consequently; when a tense of voltage (a tense of energy per charge) is to bear a tense of perturbation, over a given arbitrary course of time -- this tends to be indicative of the directly corresponding presence of metric-based Chern-Simons singularities, -- as appertaining to the here correlative manner of the kinematic activity of the here inferred tense of energy per charge. I will continue the suspense later! To Be Continued!  Sincerely, Samuel David Roach.

Type Of Chern-Simons Invariants And Charge

The quicker that a mass-bearing orbifold eigenset is to fluctuate in its pulsation over time, -- the faster that the rate of its directly corresponding metric-related Chern-Simons Invariants will tend to fluctuate -- of which will consequently tend to reverse-fractal into resulting, in an increased scalar magnitude of charge per time, -- of which will then tend to result in an increased amperage.  The quicker that a mass-bearing orbifold eigenset is to fluctuate in the externalized distribution of its cohomology-related generation over time, -- the faster that the rate of its directly corresponding Lagrangian-related Chern-Simons Invariants will tend to fluctuate -- of which will consequently tend to reverse-fractal into resulting in an increased scalar magnitude of energy per charge, of which will then tend to result in an increased voltage. Sam Roach.

An Interesting Analogy

Even though what I term of as being the force of pressurized vacuum, the point commutative force, and also the electromotive force, -- are three different basic types of force -- here is an analogy that I think is interesting:

The force of pressurized vacuum is to "voltage," what the point commutative force is to "amperage."
I will continue with the suspense later!  To Be Continued!  Sincrely, Samuel David Roach.

Amperage

The more tightly-knit that the tense of superconformal invariance is, for a mass-bearing orbifold eigenset at an internal reference-frame -- the greater that its scalar amplitude is, of its directly corresponding Majorana-Weyl-Invariant-Mode.  The quicker that such an orbifold eigenset -- that is here to exhibit a high scalar amplitude of a Majorana-Weyl-Invariant-Mode -- is to be spatially translated over time, at an external reference-frame, -- the more of a fractal of a charge that the directly corresponding orbifold eigenset will tend to release outward, into its externalized proximal local field, over time.  This will then tend to mean, that any relatively fast mass-bearing orbifold eigenset, that is here to be moving kinetically at an external reference-frame -- that is of a tightly-knit tense of superconformal invariance at an internal reference-frame, -- will tend to work to form a relatively greater fractal of an amperage, -- than when such a so-eluded-to orbifold eigenset is to be propagated, instead, at a slower rate of velocity. To Be Continued!  Sam Roach.

Course One On Wave-Tug

Two things interact in a situation. These objects or phenomena change relative to each other as both things associated in space and as two items that act as placeholders in both their individual relative time and their collective relative time. Suppose that each of these two items were a cane. Two canes. Both of these canes struck each other in many ways at the top of their structures, yet the canes never pulled each other to any significant sway, and thus only interacted as a static force that redistributed the ends of each other. Now let's say that the bottom of the canes were held by a highly powerful grip that had a leeway of some elastic modulae. In other words, the bottoms of the canes were held tightly, yet by a medium that was not rigid -- like a pair of hands. When the canes at their tops were to strike, these would be momentarily redistributed, while then returning to an approximation of their original spot. Like you can see, their differentiation would be static, and no significant net change would appear over any transient period of time in terms of the appearance of the scene. Yet, if you were to hook the ends of the canes, there would be a chance that one of the canes would pull the other. Even if both of the people holding the canes were of equal strength, depending on how the canes were twisted and/or torqued, could cause a net change in how these would be pulled.

                          
Tug has to do with push-pull action. In order for there to be a push or a pull, there must be some static connection for at least one moment. For instance, you push a stone. In order for you to move it at all, your hand must have some interaction with the stone for at least one moment. If you tried to lift anything without interconnection, your hands would slip and you wouldn't be able to lift it. When something pulls something else, there is a significant static modulae that allows for the puller to pull. This interconnection is classically done when the two objects are hooked one onto another.

Waves tug, since these push and/or pull. The interconnection comes through electrostatics and/or hookable cusps in the morphology of the waves' structure. Strong electromagnetic fields pull in more wavelike phenomena, while strong electrostatic fields such as a high voltage fence will actually push out a person who tries messing with it. (High amps will pull you in and electicute you, while a high voltage/low amperage situation will knock you away once the low amperage momentarily attempts to pull you in.) This is because amperage is charge per second, and a high amount of electrical charge flowing in a limited amount of time hooks any adjacent conductive material since this will balance the adjacent electrical band levels, and voltage is energy per charge, and if a wire has a lot of energy per charge, yet not much charge is flowing through the wire per time, then the low charge per time will barely attempt to pull the person while the wire's high energy will form a field that will repel the person as they are being shocked. Both examples of pull and push are examples of how interaction is a matter of wave-tug. General relocalization of particles is due to the various tendencies of wave-tug.

The Test Solutions That Were Missing From A Course One Test

1)All “stuff in a spot” must have angular momentum because a discrete physical entity always bears a presence in a direction with a scalar magnitude.




2)Something actual that is not “stuff in a spot” would be the “space-hole,” since this is a metric that happens in-between instantons.


              
3)Strings must be composed of smaller phenomena since strings vibrate and curl. The presence of oscillation in the topology of a phenomenon indicates the presence of smaller phenomena.



4)Mass is energy in static equilibrium.



5)Electromagnetic energy is energy that is formed by an electron, once thought to be a point mass, dropping an energy level.



6)A high voltage wire tends to push one away from the wire.



7)A high amperage/low voltage wire will hold one upon the wire until the current is released. One tenth of an amp may kill a person.



8)A smoothly vibrating sinusoidal wave is an example of a harmonic wave.

An opposite wave of energy, when the initial wave of energy is applied toward the “opposite wave” would cancel the energies of these waves, yet such an occurrence could not destroy discrete homotopic unit of condensed oscillation that exists on a smaller scale.



9)The electron is the source of electrostatics. Three leptons of a charge of (-1/3) each glue together to form an electron (which has a charge of (-1).



10)Curves that change in at least the first two derivatives along the contour of these curves are waves. These waves are composed of energy that either staticly and/or kinematically is distributed along the topography of the curves that comprise the given waves. Superstrings act as open strands and closed loops that vibrate as topological waves that comprise a Planck related length/circumference respectively.