Frequency Of Schwinger-Related Vibrations -- Light-Cone-Gauge Eigenstate

 When the Schwinger-Related vibrations that are incurred upon a light-cone-gauge eigenstate, are to alter in their frequency, this will often tend to work to spontaneously form a metric-based Chern-Simons singularity. I WILL CONTINUE WITH THE SUSPENSE LATER! SINCERELY, SAM ROACH. 

Harmonic Schwinger-Related Vibrations -- Wess-Zumino Action

 When a set of harmonic Schwinger-Related vibrations, are to work to bear a Gliossis interaction, with an initially isotropically stable Hamiltonian Operator, this may often have the general tendency, of working to help facilitate, the formation of a general type of a Wess-Zumino Action. TO BE CONTINUED! SINCERELY, SAMUEL.

Isotropically Stable Light-Cone-Gauge Eigenstates -- Harmonic/Anharmonic Schwinger-Related Vibrations

 Isotropically stable light-cone-gauge eigenstates, often tend to have a greater tendency, of working to form harmonic Schwinger-Related vibrations than anharmonic Schwinger-Related vibrations. It follows, then, that isotropically unstable light-cone-gauge eigenstates, often tend to have a greater tendency, of working to form anharmonic Schwinger-Related vibrations than harmonic Schwinger-Related vibrations. 

'TILL NEXT TIME, AT THIS BLOG CITE! TO BE CONTINUED! SINCERELY, SAM ROACH.

Isotropically Stable Forces

 Harmonic vibrations that are propagated along the Rarita Structure, may often have more of a general tendency, of facilitating the formation of isotropically stable forces, than the anharmonic vibrations that are propagated along the Rarita Structure, are capable of doing. TO BE CONTINUED! SINCERELY, SAMUEL ROACH.(1989).

Forces Of Nature -- Adhesion/Cohesion

 The consequential resultant of the holonomic propagation of the vibrations of light-cone-gauge eigenstates, helps work to initiate the multiplicity of the forces of nature; Whereas, the consequential resultant of the holonomic propagation of the vibrations of cohomology-related eigenstates, helps work to form the respective adhesion/cohesion of such initiated forces of nature. SINCERELY, SAM ROACH.

Consonant Gravitational Vibrations Incurred Upon Mass-Bearing Energy, Via A Riemann Scattering

 When a given arbitrary general tense of a cohesive set of consonant gravitational vibrations, are here to be incurred, upon a Noether-Based mass-bearing cohesive set of discrete energy quanta, to where these are to interact with such an inferred "team" of discrete mass-bearing energy quanta, in such a general manner, in so as to work to form a relatively direct interaction, which may here to described of, as being, a certain particular genus of a Riemann Scattering, to where this reductional tense of a Wess-Zumino-Related action, may at times, often tend to form, what may simply be described of here, as being the resultant tangential propagation, of a set of one or more vowel sound phenomenology, of which may here, in this given arbitrary particular case scenario, be of the general nature, of having a basically inaudible respective proximal local eminent presence here. I WILL CONTINUE WITH THE SUSPENSE LATER(SOON)! (1989!).TO BE CONTINUED! SINCERELY, SAMUEL.

More As To Cohomology-Related Eigenstates/Emmited Eigenstates Of Dispersion

 The multiplicity of cohomology-related eigenstates, have a tendency of behaving, as the energy-related "facets," that are here to work to form a "latched" core viable physical field-like entity, that is here to be "tagged-along," by the projected trajectory, that is here to be exhibited, by the general consequential resultant motion, of discrete energy phenomenology, as it is to be spatially transferred through its directly corresponding Lagrangian, over the directly associated durational motion, that is here to work to bear a tense of a physical spatial dimensional translation, through the general medium of space-time-fabric, as this is here to be taken, over a correlative Fourier Transformation. Whereas; the multiplicity of the respective emmited eigenstates of Chern-Simons dispersion, tend to act in a manner, that is here to be tantamount, to a spatially translated ripple-like effect, that is here to be spatially transferred over time, as this is here to work to bear a tense, of a particular general genus of a propagated disturbance in space, that is here to bear a residual tense of a homotopic effect, upon the multiplicity of those oscillation-related vibrations, that are here to be potentially interactively viable, upon certain susceptible eigenstates, that are of a Ward-Cauchy-Related topological nature, as such a propagation of a time-wise euclidean/Clifford expansion, of such a tangential divergence, is to be tugged along the Rarita Structure, as such dispersion-related eigenstates, are here to be operationally carried-out, over a sequential series of (group-related) instantons. Sincerely, SAM ROACH.

"Phased-Out" Communicable Message (Signal) -- Dispersion

 When any given arbitrary electrodynamicly transmitted communicable signal-related message --  that is here to be delineated from one general proximal locus to another -- is here to have ended in its allocation, by the general process, in which such a said message is here to have been "phased-out" of being sent, to wherever it was initially distributed to; -- it follows then, that one may consequently say, that the respective given arbitrary cohesive set of vibrational oscillations, that were here to have initially been in the process of working, via a directly corresponding propagated electrodynamic-related spatial transmission in time and space, in order for such a said/inferred signal, to have been able to have been sent to such an inferred initially designated destination, in order to be able to transfer or carry the initially delineated given arbitrary respective electrodynamicly communicable message -- at the point in time in which such a said cohesive set of communicable vibrational oscillations, are to have been ended in their propagational spatial translation -- that the signal that is to here to have just been "disbanded," may thereby be described of, as having had gone through the general process, of electrodynamic "dispersion."

I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach. (1989).

Scattering Of Communicable Signals -- Clarity Of Signal

When one is to have a given arbitrary cohesive set of vibrational oscillations -- that are here to be transferring a communicable message through time and space, in so as to relay a message to others, via the general venue of its Lagrangian-based spatial delineation, towards a given arbitrary respective technological device; It will consequently follow, that both the ensuing soon described general interdependent types of interactions, As Well As the ensuing soon described general interdependent types of scatterings, will thereby tend to influence the multiplicity of the general conveyance, of the earlier inferred communicable signal, in the following generic manner, that I am about to describe here: 

1) If there is to be a Wess-Zumino Interaction to be applied, in a  Gliosis-based manner,  upon the topological stratum, of the said cohesive set of vibrational oscillations, (of which is here, to act as that substrate of the implied communicable signal, of which is here to be relayed to a personal technological device), then, such a general type of a Wess-Zumino interaction, will consequently tend to work to form a Riemann scattering, upon the mentioned signal of communicable vibrational oscillation, to where the resultant of the spatial translation, that is of such a potentially obtained transferrable signal, that is here to be conveyed to another set of individuals, that are here to receive the inferred given arbitrary message, will thereby, in and of itself, make for a case scenario, to where there will consequently tend to be an increased probability, in which this will often tend to help at working to make for a crisper conveyance of a transferrable set of data. (In which there will consequently often tend to be the general physical condition, in which there will be relatively less of a chance, of the message being hindered, by the troublesome condition of "hissing.") ;

However:

2_ If there is to be a Civita Interaction to be applied, in a Gliosis-based manner, upon the topological stratum, of the said cohesive set of vibrational oscillations (of which is here, to act as that substrate of the implied communicable signal, of which is here to be relayed to a personal technological device), then, such a general type of a Civita interaction, will consequently tend to work to form a Rayleigh scattering, upon the mentioned signal of communicable vibrational oscillation, to where the resultant of the spatial translation, of such a potentially obtained transferable signal, that is here to be conveyed to another set of individuals, that are here to receive the inferred given arbitrary message, will thereby, in and of itself, make for a case scenario, to where there will consequently be an increased probability, in which this will often tend to work, at acting to decrease the general quality of the respective crispness of a transferred set of data. (In which there will consequently often tend to be the general physical condition, in which there will be a relatively heightened chance, of the message being hindered, by the troublesome conditions of "hissing.") Sam Roach.

Infrared Energy Versus Sound

The anharmonic vibrations of those orbifold eigensets -- to where, in such a case, the just mentioned eigensets are here to exist as superstringular-related entities, that are to work to bear the general tense of being in the Ward-Cauchy-related condition, of what may here be termed of as being of a Majorana-Weyl-Invariant-Mode -- tend to form infrared energy, of which is commonly known of as heat.
&; The harmonic vibrations of those orbifold eigensets -- to where, in such a case, the just mentioned eigensets are here to exist as superstringular-related entities, that are to work to bear the general tense of being in the Ward-Cauchy-related condition, of what may here be termed of as being of a Majorana-Weyl-Invariant-Mode -- tend to form the general respective physical entity of sound.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.

A Little Bit About Flux Density

Let us here consider the multiplicit array of magnetic flux density eigenstates -- when this is taken in terms of the substringular.  An entity of a magnetic flux density, consists of multiple -- when globally distinguishabley speaking -- adjacent magnetic waves, that, through vibration, may extend the reach of their electromagnetic influence, over the span of some respective covariant bearing of time.  Yet, their correlative composite magnetic waves, that may here be adjacent to our extrapolation-related observance -- may actually be more separated than we would like to initially perceive these as being, if one were to consider the overall delineation of some of such waves, -- when all of the directly corresponding Lorentz-Four-Contractions are to be theoretically counted out of the scenario for a "time being."  Furthermore -- in a closest to an absolute tense, the Ward-Cauchy-related conditions, that are here to work to determine the boundary conditions at a microscopic set of considerations,  are here to be of the hierarchy -- as to how things are to actually behave in the realm of the substringular.  So, in a more real sense than the globally distinguishable, individual waves that are propagated from the source of a magnetic flux density -- may be separated over the course of taking the considerations of a Laplacian set of extrapolation-related conditions, even though all of the correlative waves that are to extend from a phenomenology that may here be considered to be of a magnetic flux density, are to be of one Gaussian-based eigenmatrix.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.

Infrared Photons And E(8)XE(8) Strings

The Fourier-based flow of the electrodynamic vibrations of infrared photons over time, tends to help to work to tug-in those group-attractors, that are thence brought into either a multiplicit taken  Calabi-Yau, Calabi-Wilson-Gordan, and/or a Calabi-Calabi-based region -- in so as to help in the fortification of both the existence and the persistence of E(8)XE(8) strings -- in their multiplicit correlative delineations.  E(8)XE(8) strings act, in so as to help in the process of inter-lacing both superstrings into orbifolds -- as well as inter-lacing orbifolds into orbifold eigensets.  E(8)XE(8) strings thus act, in so as to help in the process of working to allow for the Ward-Caucy-based multidemensional-related Hilbert-based Volume of the general substringular realm.  One could then say, that E(8)XE(8) strings are to the substringular -- what microtubules are to the reverse-fractal-based stratum of living cells.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.

The 7th Test Solution To The Last Test Of Course 19 -- The Klein Bottle And Orbifold Differentiation

7)  Gravity waves are the vibrational oscillations, of what I term of here as Schwinger-Indices.  Schwinger-Indices are the resultant vibrational indices, that are created by the "plucking" of light-cone-gauge eigenstates by what I term of as gauge-bosons.  It (gravity) is more specifically -- the process of transmitting the general multiplicit physical entity -- of what I term of as third-ordered Schwinger-Indices, as these are propagated along the Rarita Structure -- that act, as that general Fourier-related kinematic process, that acts as the physical activity that is of that gauge-metrical flow of motion, that works to allow for the interdependence of gravity to be Yukawa to all of the other general main forces of nature.  Here:  A given arbitrary gauge-boson is here to be brought into a Gliosis-based contact with a respective given arbitrary second-ordered light-cone-gauge eigenstate.  The resultant torsioning of the so-eluded-to Yukawa-based contact -- that is here to made, between the so-stated gauge-boson upon the said second-ordered light-cone-gauge eigenstate -- is to then act in so as to twitch the so-eluded-to partially derived wave-based holonomic substrate of discrete energy impedance (the correlative second-ordered light-cone-gauge eigenstate) -- in so as to act in order to help to form -- what approaches as being a resonant vibrational oscillation, that is among what is here to be the Ward-Caucy bounds of the respective proximal locus.  At such a so-stated proximal locus -- the correlative Clifford Expansion, that is of the correlative light-cone-gauge eigenstate of such a case,  is to here be undergoing a respective given arbitrary euler-based decompactification of its Poincare-based eigenindices.  This general genus of activity, initially produces vibrations, that  are then to be in a viable condition -- by which such a so-eluded-to set of oscillations, are to bear a Fractal of an open "gate" of delineation, through which the vibrational set of both the potential Real and/or the Complex roots of unattenuated disturbances of space, are to then be made to be propagated along what may be thought of here as a matrix of mini-stringular segmentation -- that may be called the multiplicit so-eluded-to Rarita Structure.  The interaction of this general propagatorial eigenbase, is to play upon the holonomic substrate of both gravitons and gravitinos -- in so as to help to cause the interdependent interaction of gravity upon both mass, energy, and electromagnetic energy, over time.  Here's an alagory:  Picture a "marionette."  Think of the "strings" of such an alagory as the metaphorical gravity waves or Schwinger-Indices, think of the "puppets" as the metaphorical gravitons and the gravitinos, and then think of the "puppeteer" as the metaphorical quanta of discrete energy itself.

To my understanding, the following logic makes sense.
 A superstring is a discrete unit of energy permittivity.
Directly to its reverse-holomorphic side, there is an inverse field-trajectory-based physical phenomena which is what I call a Planck-Related phenomena -- which acts as a discrete unit of energy impedance. Directly in the forward holomorphic direction of the initially stated superstring is its counterpart -- it is like the string, yet, with counterposing partitions that form the topological sway of its homotopical-based entity. A light-cone-gauge eigenstate interconnects the said Planck-Related phenomena with the said superstring. So, the said light-cone-gauge eigenstate acts as a holomomic substrate in such a way so as to behave as the said Planck-Related phenomenon's counterpart. The light-cone-gauge is not only what works the most in so as to spring superstrings into motion, yet, the vibrations that are formed by the plucking of gauge-bosons upon the second-ordered-light-cone-guage eigenstates works to form those vibrations that indirectly work to cause both gravity, as well as working to cause the gauge-metrics that bring the Wick Action into play. As you well know, the Wick Action is what instigates the beginning of a Gaussian Transformation. Enough said for now. P.S. E(6)XE(6) strings are to spin asymmetrically.
E(8)XE(8) strings are also to spin asymmetrically. These are called hadrons. Colliding these could potentially mess up the root of certain Gaussian Transformations, causing a domino effect. There is to be no "fissure" in the space-time-fabric!!!
Nous Somme Ici! We Are Here! Sincerely, Samuel David Roach.

A Description Of Ghosts Of Schwinger Indices Via The Rarita Structure, Part One

Superstrings are effected by gravity on account of the Ricci Scalar. The phenomenon that causes the Ricci Scalar to exist is the Rarita Structure. The Rarita Structure interconnects superstrings with gravitational particles. The vibrations that are translated through the Rarita Structure are known as Schwinger Indices. Schwinger Indices are produced by the plucking of second-ordered light-cone-gauge eigenstates by E(6)XE(6) heterotic strings. The accumulative vibratory eigenbasis of the overall plucking of a first-ordered light-cone-gauge eigenstate is known as a first-ordered Schwinger Index. The individual vibrations that comprise such an accumulation are known as second-ordered Schwinger Indices. As the previously mentioned vibrations are translated via mini-string that interconnects a light-cone-gauge eigenstate (first-ordered) toward gravitational particles via a Rarita Structure eigenstate, the metric-gauge of such an activity branches out to allow for the covariant co-differentiation of integrable gravity that is more prominent within a general associated substringular neighborhood. I will continue with the suspence later!
Sincerely,
Sam.

Course 5 on Compactification And Yakawa Couplings, Session Three, Part Two(2)

Compactification is a process. A process is a happening. A happening is an occurrence that involves energy. Energy is made up of vibrations. Vibrations, as said above, are mode up of waves. Decompactification is a process in the opposite direction of compactification. Thus, this process involves energy, yet in the opposite direction. Here, the waves move in the opposite direction of where the waves moved in compactification. Compactification is a collapse of structure. Decompactification is an expansion of structure. Compactification involves no necessary destruction to the structure in certain circumstances, nor does decompactification build upon a structure necessarily. In cases besides the ball, compactification may alter the general shape of the twists of certain overt structures, and this type of change in significant obvious contours and/or shapes from within the structure of a given shape may happen during decompactification. Heh? Here: Three letter "s" shapes here are three-dimensional. These are twisted upon themselves. These are elastic in terms of flexibility. As these are smushed, the curves bend-in to form the shape of a torqued figure-eight. As these are stretched, the curves straighten. These are respective examples. Materials that are rigid are more likely to maintain a general type of contour or shape. This is true of waves, too. Materials that are more elastic are more likely to lose their general type of contour or shape. This is true of waves, too. As waves move, there is always a certain degree of elasticity there. If that were not true, then the waves would become too brittle and shatter. Also, if something is too rigid, it can no longer move. Everything is motion, and everything is made up of waves. So, everything has some degree of elasticity to a certain extent. Elasticity is also adaptation. Environments involve many things. Many things in a reality involve immediate changes in surroundings. So, for stuff to move in an environment where there is immediate change, the object(s) or waves involved are everything. Flexibility is the condition of adaptation. A wave or a set of waves' ability to be flexible increases its ability to maintain. The maintenance or a structure decreases wear-and-tear. Less wear-and-tear means less applied entropy. Less entropy means less chaos. Less chaos means that a given structure will last longer. Elasticity may allow one to change a structure more in an individual structure, while yet causing relatively no damage to it, if any.

Course 5 on Compactification and Yakawa Couplings, Session Three, Part One

Did you ever go to a store like "Natural Wonders?" Did you ever see the balls that begin with a large size while these are later brought down to a tiny sized ball? Did you ever notice how the total amount of stuff that actually makes up the ball is always maintained? The ball goes from dispersed in how it is stretched out, to more densely packed. This is a good example of compactification. The example is good because the shape of the ball is maintained, while yet the density of the ball goes from low to high. Also, the shapes of the twists in the ball as these twists form the same general shape of the ball are maintained in general, except that these twists go from elongated and separated to scrunched in and more together. As the ball is more compact, the twists not only are touching more, yet these also have more of a tendency to twist upon each other. As these twists twist upon each other, this forms a twist in and of itself. As these twists go throughout the shape of the whole ball, the ball is shown here to actually be an integration of twists that twist upon themselves. When the ball is stretched out, these integrated twists are separated from each other and stretched, although keeping the same curve pattern. In either case, the twists are three-dimensional curve-like waves that are stationary when put into position. Now, with strings, waves are constantly moving. A moving wave is a vibration. Everything that is made up of energy is made up of waves, and thus, vibrations. Vibrations that appear to be standing still are composed of standing waves. What these are are waves that go back and forth through the same spot, thus appearing not to do anything. Now, the ball from before was made up of some synthetic material. The material here is made up of energy and thus vibration, yet the material here itself is not moving relative to our perspective. The material, when triggered, does move by stretching or contracting. The motion of stretching may be called decompactification, while the motion of contracting may be called compactification.