Showing posts with label mini-stringular segmentation. Show all posts
Showing posts with label mini-stringular segmentation. Show all posts

Sunday, April 5, 2026

Zero-Point Energy — Why It Must Be As It Is

 Mini Stringular segmentation must exist, because the fields that guide and direct super strings, must be at least some kind of an actual phenomenon. Mini String-Related Segmentation (Mini Stringular segmentation), that is not coalesced from within the Neumann bounds of super Stringular fabric, primarily functions, as a gauged phenomenon, that facilitates the prompting, of the motion of discrete energy. Now; Consider a strand-like increment, of such mini Stringular segmentation. Take the phenomenology, of the span of its cross sectional physical attribute. The kinematic interplay of this respective phenomenology, is such a topological substrate, in which THIS is eminently tantamount, to the phenomenology of Zero-Point Energy. Now think, for a moment; The span of the cross section of a strand, does not go discreetly into the span, of the volume of a sphere-like entity. The sphere-like entity, here, is implicitly what I consider to be, the phenomenology, of first order point particles. (As to what I am referring to, in this particular case.) Next; First order point particles, as I describe them, are Not Exactly of the same condensity. So; Neither Zero Point energy Nor First order point particles, are energy again, taken at a lower level. Next; The segmentation working to bind the immense number of first order point particles, that come together, to form a super string, ( of which is tantamount, to the smallest increment of discrete energy), is Also Not consistently, of the same scalar amplitude of span-like sub-metric, to where, the stuff that’s smaller than super strings, is Not energy again, taken a lower level, yet, since it is actually stuff, and not just empty vacuum, as most scientists happen to seem to perceive of it now, that this can bring one to a viable conclusion, that it is very probable, that one can conceivably convert zero point energy into actual energy, and vice versa! Yet; The total amount of zero point energy potential — the net scalar magnitude, as to how much mini Stringular cross-sectional phenomena, is to be latently proximal local, to the phenomenology of one discrete super string of discrete energy, will always tend to be of the same scalar magnitude, to where the Planck Phenomenon, is the smallest thing, that we would normally conceive of as being energy — because everything that we call energy, consists of integer amounts of Planck-Related energy. (Whole Number Amounts , as compared to fractional amounts.) 

Here's something, that I may have touched upon in the past, yet, I just thought that I would reiterate this particular concept. Take the frequency of a neutrino. Square this. Next -- multiply this, by the mass of the lightest neutrino. Now; Take this whole thing. Cube this. This will give one a scalar magnitude, that is here to be tantamount, to the amount of a Joule Second, that works to comprise the general phenomenology, of what may be termed of, as being "zero-point-energy." Next; To see how much smaller, that zero-point-energy is to be, when in viable comparison, to the phenomenology of a Planck Phenomenon, -- Divide the particular respective amount, of a Joule Second, that works to comprise the general phenomenology, of zero-point-energy, by the Planck Constant. (The Planck Constant, if I recall right, is about 6.6260400735*10^(-34)Joule Seconds). Once one has divided the scalar magnitude of zero-point-energy, by the scalar magnitude of the Planck Constant, this will give one the proportionality, as to how much smaller that zero-point-energy is, than the Planck Phenomenon. As indicated by implicit reasoning, by the means communicated to one by the previous paragraph of discussion, the phenomenology of zero-point-energy IS NOT just a relationship between the transversal Planck Energy And the Radial Planck Energy, as some scientists seem to think. It is an actual phenomenology. Nothingness is incapable of doing anything, yet alone being able to guide and direct superstring-related fields. If this doesn't make an adequate amount of sense to you, carefully read Both of these paragraphs, of this particular blog post. If you have any comments or questions, please, don't hesitate to respond to me. I don't bite! Together, we are capable of performing dialogue! Dialogue indicates the humility to listen to others, in spite of how right you think that you are. You can learn from Anyone!!!

Thought Frequency and Pulsation, are inversely related expressions of space-time-fabric. It seems to potentially be apparent, that the Majorana-Weyl-Invariant-Mode, is the inverse of the Fourier-Related-Progression. So; Since the Fourier-Related-Progression, is inverse thought frequency per kinetic energy, the Majorana-Weyl-Invariant-Mode, is potential energy per inverse thought frequency. Highly steady state energy per pulsation, would then be tantamount to mass time, and this latter thing would hereupon be tantamount to highly steady state energy per inverse thought frequency. The Higgs Action works to facilitate taking kinetic-like energy, and “manufacturing” it, into the demonstrative expression, of a highly steady state energy per inverse thought frequency, as taken over a duration of time.This, consequently, works to facilitate the resulting formation of mass, and, the heuristically coupled inverse repercussion of this, is the spontaneous ordination, of the piecewise delineation of waves, which, if not spurious in spatial translation, will generally tend to bear the capacity, of acting as the process, of a piecewise continuous delineation, of a given arbitrary system of waves. Furthermore: Mass is a phenomenon, that Exhibits the coupling, of highly steady state energy in conjunction with thought frequency, &, the inverse of the coupling between highly steady steady state energy in conjunction with thought frequency, is the progressive delineation of a system of waves. Energy tends to be “highly” steady state, when it is to “appear” to be transversally stable, from an internal reference frame, that is from within a metric span of 25 Planck Phenomenon, from its immediately externalized Neumann bounds. Picture an atom. Right near it, it may seem to not be moving around. Yet, from a much more external reference frame, it might be moving around a lot. Can you imagine?!

First of all, I wanted to clarify, that what I mean by inverse thought frequency, is the inverse of the overall quantity, of thought times frequency. Next of all, I wanted to add, that the more hermitian, that the quotient, of highly steady state energy per inverse thought frequency, is to be, (of which, one may also describe this to be, as behaving like the product, or coupling, of highly steady state energy, with actual thought frequency), that it will thereby generally tend to spontaneously result, in such a particular type of a case scenario, that the resultant end product, of such an implicit intermingling, will more than likely have a more harmonic interplay of an eminently corroborative Majorana-Weyl-Invariant-Mode, than an otherwise analogous case scenario, in which such an implicit intermingling is not as hermitian in overt incursion, — to where, a fairly hermitian intermingling, of highly steady state energy with thought frequency, as was implied by the viably indicated physical interaction of product-like operation-like activity that I had previously mentioned, as kinematically propagated over a duration of actual time, will tend to generally incur a fairly high expectation value, of working to have a greater capacity of being of a Kahler-Related mass-bearing nature, than if otherwise, instead, that it were a potentially viable intermingling of these, that was NOT brought into a spontaneous physical interaction, in a hermitian manner. 

Electrodynamic frequency per time, often tends to spontaneously facilitate a tense, of incurred magnetic pull. Whereas; Energy per electrodynamic frequency, often tends to facilitate a tense, of incurred magnetic push. Furthermore; When electrodynamic frequency per time, is coupled with energy per electrodynamic frequency, this general physical operation, tends to work to form electromotive power. &, electromotive power coupled with (electrodynamic frequency per time), tends to form electromotive impedance.

An abelian light cone gauge topology, tends to be eminently gauged, upon the spatial component, of space time fabric. And; A non abelian light cone gauge topology, tends to be eminently gauged, upon the time-based component, of space time fabric. 

A compact mass-bearing Kahler Hamiltonian Topological Manifold, that is relatively strong in its eminently associated metric-gauge-related action of viable physical restraint, will often tend to bear a fairly enhanced manner of resolute pulsation, in the general course, of its eminently corroborative Fourier-Related-Progression. 

The smallest regional swipe of scalar delineation, that can possibly be physically divvied out, is the scalar magnitude of zero point energy, which is About 3.11223*10^(-129) times the net metrical scalar magnitude, of that of the Planck Phenomenon. Again, here’s how I came up with this.: Take the heuristic frequency of a neutrino. Square this. Next; Multiply that by the mass, of the lightest viably possible neutrino. Cube that whole thing. Now; Divide what you just got, by the Planck Constant, and voila, you get a factor, at least somewhat analogous, to that of, 3.11223*10^(-129). 



Friday, April 1, 2022

Superstrings Comprised Of By "Mini-Stringular" Segmentation -- Possibility Of Multiple Functions -- Individually Taken Strings

 Since, by my model of string theory, the smallest thing that can be diviid-out, is the general phenomenology, that I call, "mini-stringular segmentation,"(which is on the order of Zero-Point-Energy), it is only feasible, that an individually taken superstring of discrete energy permittivity, may, at times, be able to operate to perform multiple functions at once. Therefore; it may then be said, that for an individually taken superstring of discrete energy permittivity, to be in such a situation, to where it is here to only be performing one specific function at one time, to where it is then, when under the possible stipulation of such a general case scenario, to thenceforth be behaving, as being attributable to exhibiting the display of a homomorphic field, is a potential case scenario, in which the multiplicity of such a general behaviorism of superstrings, in which their fields are to act in a group action-like manner, at the Planck-Related Level, is therefore NOT the only general way that superstrings are able to behave, --  if, as this model of string theory verbally illustrates, the Planck Level is not the smallest level of interaction, -- to where, instead, the Zero-Point-Energy Level is here to be considered, as the smallest level, by which phenomena are able to actually be diviid-out. TO BE CONTINUED! SINCERELY, SAMUEL ROACH.

Saturday, June 19, 2021

Hermitian Input/Output -- Mini- String Segmentation -- Light-Cone-Gauge Eigenstate -- Homeomorphic Translation Over Time

 The more hermitian that the incoming/outgoing flow of mini-stringular segmentation is to be, that is to be most directly associated with the ebbing of the correlative homotopic residue, of which is here to be proximal local, to the general field of a given arbitrary light-cone-gauge eigenstate, as taken over a sequential series of group-related instantons -- the more homeomorphic that the spatial translation of such a field will consequently tend to result in being, when this is here to be taken, over a directly corresponding Fourier Transformation (as this is here to be considered, over a respective proscribed duration of time.) I WILL CONTINUE WITH THE SUSPENSE LATER! TO BE CONTINUED! SINCERELY, SAM.

Friday, March 6, 2020

Discrete Segment Of Mini-Stringular Segmentation

One discrete segment of mini-stringular segmentation, is basically existent as a "bead" of such mentioned segmentation, -- of which is here to be on the order of behaving like that general phenomenology, that I have termed of here as being the Laplacian-related presence of a second-order point particle (with a relatively infinitesimal Laplacian-related presence, of what I term of as being "sub-mini-string," being subtended at either side of such an exhibited "second-order point particle.")  To Be Continued! Sincerely, Samuel David Roach.

The Smallest Holonomic Substrate

The smallest discrete "quantum" of a holonomic substrate that is not frayed -- that may be "divvied-out," is on the order of about 2.062365054*10^(-129)*6.62607004*10^(-34)Joules*Seconds, or, in other words, about 1.366538*10^(-162)Joules*Seconds. This would thence be equivalent, to the smallest "quantum" of mini-stringular segmentation that is not frayed, that may be translated via a duration, through any sort of a viable spatial delineation.  I will continue with the suspense later! Samuel David Roach.

Tuesday, March 3, 2020

Substringular Pressurized Vacuum And Elastic Modulus

The higher that the scalar amplitude of the substringular pressurized vacuum is to be, that is here to be applied upon any one proximal local set configuration of mini-stringular segmentation, -- the lower that the correlative elastic modulus will tend to be -- of the directly corresponding said proximal local set configuration of mini-stringular segmentation.  Consequently; the lower that the scalar amplitude of the substringular pressurized vacuum is to be, that is here to be applied upon any one proximal local set configuration of mini-stringular segmentation, -- the greater that the correlative elastic modulus will tend to be -- of the directly corresponding said proximal local set configuration of mini-stringular segmentation.  To Be Continued! Sincerely, Samuel David Roach.

Rigidity Of Torsion Applied To Mini-Stringular Segmentation

The higher that the scalar amplitude of the substringular pressurized vacuum, that is here to be applied upon a relatively proximal local holonomic configuration of mini-stringular segmentation -- as this is here to be taken over an evenly-gauged Hamiltonian eigenmetric, -- the Greater that the the scalar amplitude will tend to be, of the rigidity of torsion, that will consequently tend to be applied upon the holonomic substrate of such a configuration of mini-stringular segmentation.  Consequently; the lower that the scalar amplitude of substringular pressurized vacuum, that is here to be applied upon a relatively proximal local holonomic configuration of mini-stringular segmentation -- as this is here to be taken over an evenly-gauged Hamiltonian eigenmetric, -- the Lower that the scalar amplitude will tend to be, of the rigidity of torsion, that will consequently tend to be applied upon the holonomic substrate of such a configuration of mini-stringualr segmentation. Samuel David Roach.

Tuesday, February 4, 2020

Hamiltonian Operand And Mini-Stringular Segmentation

The general type of a Hamiltonian operand that the countless eigenstates of mini-stringular segmentation are to travel through, over the general course of time, -- is the general Ward-Cauchy-related physical stratum of substringular pressurized vacuum. Sincerely, Samuel David Roach.(1989).

Wednesday, January 15, 2020

Cycles Of Pressurized Vacuum

During group-related instanton, that tense of a pressurized vacuum, -- that is here to exist in-between the countless eigenstates of mini-stringular segmentation -- is to bear a relatively high scalar amplitude of intensity.  Whereas; when one is here to be considering iterations of the generally unnoticed duration of Ultimon Flow, that tense of a pressurized vacuum, -- that is here to exist in-between the countless eigenstates of mini-stringular segmentation -- is to bear a relatively low scalar amplitude of intensity. I will continue with the suspense later!  To Be Continued! Samuel Roach.

Tuesday, January 7, 2020

Tangential Ebbing Of Superstringular Field Indices

The dual Ward-Cauchy-related process of the ebbing of convergent and divergent superstringular field indices, at the general region of the multiplicit core-field-density of the covariant proximal locus of individually taken superstrings of discrete energy permittivity, in the respective form of both an ebbing of the flow of hyperbolic cotangential mini-stringular segmentation, and, an ebbing of the flow of hyperbolic tangential mini-stringular segmentation -- works to help allow for the general ability of such said strings of discrete energy permittivity, to be able to vibrate, over the course of their iterative processes, in the substringular realm.  The closer that a Noether-based mass-bearing superstring of discrete energy permittivity is to be traveling, in its relationship to the motion of electromagnetic energy, the faster that such an inferred string is to tend to be able to vibrate during instanton. Sincerely, Samuel David Roach.

Sunday, January 5, 2020

Some Stuff As To Space-Time-Fabric

Mini-Stringular Segmentation works to form those general fields, -- by which discrete energy and norm-state-projection-related commutation, are thence to be able to be held together, via what may be termed of here as being the general substringular condition of "homotopy." In-Between the countless eigenstates of mini-stringular segmentation, that are here to be existent in the substringular, -- there is the multiplicit proximal local presence, of what I term of here, as being the phenomenology of "pressurized vacuum."  The overall arena, by which the substringular is here to be exhibited by discrete energy -- over the course of the sequential series of the countless iterations of those instants, of what I term of as being the generally noticed durations of Ultimon Flow, there tends to generally  be the condition, by which such an arena is here to be filled by the summation of both the overall scalar magnitude of mini-stringular segmentation, Plus, the overall scalar magnitude of that pressurized vacuum, that is here to exist in-between the strand-like eigenstates of the said mini-stringular segmentation. I will continue with the suspense later! To Be Continued! Samuel David Roach.

Wednesday, January 1, 2020

Wave-Tug And Abelian Nature

Let's initially consider the wave-tug of a mappable trace of an eigenstate of mini-stringular segmentation, that is here to act as an eigenstate of a substringular related field.   The more relatively supplemental that the Yukawa-based action is to be implemented, in respect to the wave-tug that is here to be exhibited by such an eigenstate of mini-stringular segmentation, as taken over an evenly-gauged Hamiltonian eigenmetric in time and space, --- the more abelian that the consequentially resultant geometry of such an inferred tense of a wave-tug, may thence tend to be attributed to the said Yukawa-based action -- that is here to be applied by the eluded-to eigenstate of substringular field Upon the inferred holonomic substrate, that the said tense of mini-stringular segmentation is here to be acting upon in a kinematic manner, over time.  I will continue with the suspense later! Sincerely, Sam Roach.

Monday, December 9, 2019

More As To The General Interactions Related To Cohomology

The general condition, as to the interactions of point commutators with superstrings -- consequently works to form the general condition, -- as to the multiplicit stratum of cohomology.  Point commutators exist as a set of one or more first-order point particles, that are generally interconnected, in one manner or another, by that holonomic substrate of mini-stringular segmentation, in which the multiplicit homotopic field (which is, as well, to be comprised of by a general tense of mini-stringular segmentation), that is here to be external to the core-field-density of such said point commutators, is here to tend to typically bear a relatively euclidean approach, in its convergence upon the topological surface of the here holonomic substrate, of such inferred point particle eigenstates.  Superstrings exist as a set of one or more first-order point particles, that are generally interconnected, in one manner or another, by that holonomic substrate of mini-stringular segmentation, in which the multiplicit homotopic field (which is, as well, to be comprised of by a general tense of mini-stringular segmentation), that is here to be external to the core-field-density of such said point particles, is here to tend to typically bear a relatively hyperbolic approach, in its convergence upon the topological surface of the here holonomic substrate of such inferred point particle eigenstates.  Point commutators tend to bear more of a "jointal" tense of topological stratum; whereas, superstrings tend to bear more of a "smooth-curved" tense of topological stratum.  Consequently -- the general condition,  as taken at a Ward-Cauchy-related level, -- as to the interactions of relatively "jointal" phenomenology in the substringular -- that are here to work to bear an externalized field, that is to bear a relatively euclidean approach of those directly corresponding mini-stringular eigenstates, that are here to converge upon such mentioned "jointal" phenomenology, -- upon the topological stratum of relatively "smooth-curved" phenomenology in the substringular -- that are here to work to bear an externalized field, that is to bear a relatively hyperbolic approach of those directly corresponding mini-stringular eigenstates, that are here to converge upon such mentioned "smooth-curved" phenomenology -- consequently works to form the general condition, -- as to the multiplicit stratum of cohomology.  I will continue with the suspense later!  To Be Continued! Samuel David Roach.

Friday, November 29, 2019

More About Cotangential Flow

The general cotangential flow of mini-stringular segmentation, that is here to converge upon those first-order point particles that work to comprise superstrings, during the Polyakov Action -- tends to work to bear a higher scalar amplitude of a hyperbolic approach, -- than the general cotangential flow of such mini-stringular segmentation, that is here to converge upon these same first-order point particles -- during the course of the rest of the process of BRST.  To Be Continued!  Samuel Roach.

Friday, November 22, 2019

Cotangential Flow Of Mini-Stringular Segmentation Towards First-Order Point Particles, Part Two

That general cotangential flow of mini-stringular segmenation, that works to converge upon those first-order point particles, that work to form the myriad Ward-Cauchy-related physical entities that act as norm-state-projections, tends to be of more of a euclidean nature, -- than that general cotangential flow of mini-stringular segmentation, that works to converge upon those first-order point particles, that work to form superstrings.  To Be Continued!  Sincerely, Samuel David Roach.

Thursday, November 21, 2019

Cotangential Flow Towards First-Order Point Particles

That general cotangential flow of mini-stringular segmentation, that works to converge upon those first-order point particles, that work to form superstrings -- tends to be of more of a hyperbolic nature, than that general cotangential flow of mini-stringular segmentation, that works to converge upon those first-order point particles, that work to form the myriad Ward-Cauchy-related physical entities, that act as norm-state-projections. I will continue with the suspense later!  To Be Continued!  Samuel Roach.

Tuesday, May 7, 2019

Some Stuff As To Cotangent Bundle

Superstrings of discrete energy permittivity, that work to comprise one given arbitrary orbifold eigenset (an orbifold eigenset is a set of discrete energy quanta, that operate to perform one specific function), work to exhibit the same number of spatial dimensions. When there is a change in the spatial dimensionality, that is here to be of those said superstrings that are of one respective given orbifold eigenset -- one may then say in such a case, that there is here to be a change in the general manner -- as to the exhibition of the genus of the convergence of that correlative mini-stringular segmentation (mini-stringular segmentation is that fabric of the multiplicit zero-point energy, that works to form the general field interconnections -- that works to inter-bind superstrings into one overall inter-relationship, that may here be called the general state of what is called homotopy), to where such a general condition of the convergence of the said mini-stringular segmentation, is then to work in as to bring the correlative substringular field-related eigenstates together at a respective general proximal locus, in so as to form the respective correlative substringular condition of a state, of what may here be termed of as a "cotangent bundle," -- that may here most directly then to correspond to a general genus of field-related knotting, that such a directly corresponding orbifold eigenset is then to exhibit.  (This is once such a convergence of mini-stringular segmentation is then to have happened.)  This is the general gist, as to what is here to be meant -- as to what a cotangent bundle is to be.
To Be Continued!  Sincerely, Samuel David Roach.

Friday, April 19, 2019

Relative Harmonics Of Fields

When harmonic Schwinger-Indices are to ripple along the topological surface, that is of a specific region of mini-stringular segmentation -- this will then tend to form a harmonic substringular field, at the proximal locus of the said region of mini-stringular segmentation.  Consequently, when anharmonic Schwinger-Indices are to ripple along the topological surface, that is of a specific region of mini-stringular segmentation -- this will then tend to form an anharmonic substringular field, at the proximal locus of the said region of mini-stringular segmentation.  I will continue with the suspense later! To Be Continued! Samuel David Roach.

Friday, March 15, 2019

Nodes -- First-Order Point Particles

First-Order point particles are formed, where there is the explication of what tends to be the simplest general genus of a node of entangled mini-stringular segmentation, aside from certain substringular chord-like phenomenology.  To Be Continued!  Sincerely, Samuel David Roach.

Tuesday, September 4, 2018

Homotopic Index

The first-order point particles that work to comprise superstrings of discrete energy permittivity, act in so as to tend to have a greater scalar amount of the holonomic substrate of mini-stringular segmentation fed-into them, than the scalar amount of the holonomic substrate of mini-stringular segmentation, that is fed-into those first-order point particles that work to comprise norm-state-projections, happen to have ebbed into their Ward-Neumman bounds.  This works to indicate the general condition, that, individually taken discrete quanta of energy, tend to have a higher homotopic index -- than the scalar as to what the homotopic index happens to be, for those individually taken norm-state-projections of space-time-fabric, that act in so as to surround these said discrete quanta of energy, as the continued interplay of the perturbative iterative displacement of such norm-state-projections -- works to exhibit the basis of both homology and cohomology, over time.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.