Harmonically Dispersed Homotopic Residue -- Charge Generation/De-Generation

 When harmonically dispersed homotopic residue is to be locally braided, this will often tend to consequently be directly associated, with the generation of charge. It therefore follows, that; When harmonically dispersed homotopic residue is to be locally unbraided, this will often tend to consequently be directly associated, with the de-generation of charge. TO BE CONTINUED! SINCERELY, SAMUEL.

Tense Of Cohomology-Related Expansion

 An interwoven euclidean expansion of cohomology, that is being generated, tends to be of a braided nature, whereas; A tangentially delineated Clifford Expansion of cohomology, that is being generated, doesn't tend to be of a sheaved nature. TO BE CONTINUED! SINCERELY, SAMUEL DAVID ROACH.

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.

Sets Of Inter-Laced Braided Steady-State Electrostatic Eigenstates -- Not Super-Conformally Invariant -- Force Fields

 Force-Fields are sets of inter-laced braided steady-state electrostatic eigenstates, that are Not super-conformally invariant at an internal reference-frame. TO BE CONTINUED! SINCERELY, SAM ROACH.

Coupled Braided Cohomology

 When two different given arbitrary covariant sets of braided cohomology, are to be coupled in an electrodynamic manner, the net force modulus of the resultant net structural integrity, that is thus to be formed, in lieu of this, will thereby often tend to be enhanced. TO BE CONTINUED! SAMUEL ROACH. (1989). I WILL CONTINUE WITH THE SUSPENSE LATER! TO BE CONTINUED!

One Type Of An Epiphany

 A generative flow of charged "particles," tends to work to bear a more braided cohomology, than an analogous generative flow of uncharged "particles." TO BE CONTINUED! SINCERELY, SAM ROACH.

Greater Generation Of Anharmonic Metric-Gauge-Related Eigenstates -- Less Braided Cohomology

 The more that a given arbitrary set, of individually taken Noether-Based mass-bearing cohesive sets of discrete energy quanta, -- of which are here to work together, in so as to achieve the general kinematic activity, of the spontaneous generation, of an electrodynamic current --  to where this set of mass-bearing "teams" of discrete energy quanta, are here to work to generate an increased quantity, in the general phenomenology, of anharmonic metric-gauge-related eigenstates -- at the Poincare level, to the respective individually taken general proximal local Ward-Cauchy-Related cites, at which, there are here to be the general kinematically recurrent tense, as to the perturbation of the directly corresponding Chern-Simons Invariants, to where this will consequently tend to result, in the general physical condition, to where there is here to be the proximal local presence, of a lowering in the braided condition, in regards to the directly associated kinematically covariant cohomology-related flow, that will therefore tend to be present here. SAMUEL DAVID ROACH. I WILL CONTINUE WITH THE SUSPENSE LATER! TO BE CONTINUED!

Entropy -- Less Braided Cohomology

 When a given arbitrary Noether-Based electrodynamic current, is here to be under the influence, of a relatively high scalar amplitude of entropy, then such a stated electrodynamic current, will consequently have the general tendency, of having a lower tense of a braided cohomology, than it would, if it were, instead, to be under the influence of a relatively lower scalar amplitude of entropy. TO BE CONTINUED! SINCERELY, SAMUEL DAVID ROACH. (PINCKNEY HIGH SCHOOL (MI), 1989).

Sheathed Braided Cohomology

 The generation of charge tends to work to involve the sheathing of a braided Cohomology; Whereas, the degeneration of charge tends to work to involve the unsheathing of a braided Cohomology. Therefore; Charge generation tends to often directly work to involve an Etale Cohomology, whereas, charge degeneration tends to often directly work to involve a p-Adic Cohomology.  Sincerely, Samuel Roach. 

Unsheathed Braided Cohomology

 Charges that degenerate each other, often tend to directly work to involve the general attribute, of an unsheathing of the reductional braided tense, of their initially braided superstring-related cohomology.To Be Continued! Sam.(1989).  

Electrodynamic Gaussian Braided Deformative Flow

 The magnetic flux of a physical current of charge, may potentially be described of as working to express:

The Electrodynamic Gaussian Braided Deformative Flow of a correlative kinematic covariant interdependent interaction, of a directly corresponding set of cohomological eigenstates. SAM ROACH.

Braided Cohomology -- Net Dolbeault Cohomology

 Whenever two different and distinct homeomorphic planes of force, of which are here to initially work to form, two different and distinct individually taken mappable-tracings, that are here to be of a De Rham cohomology-related nature, -- are to spontaneously be braided together in their cohomology-related structure, in a Nijenhuis manner, this general genus of a gauged-action, will consequently tend to result, in working to form a net overall cohomology, that is here to be of a Dolbeault-Related nature. SAMUEL.

Braided Cohomology-Related Planes -- Net Homeomorphic Cohomology

 When two different distinct homeomorphic cohomology-related planes of force, are to be braided in a purely hermitian manner, the consequently formed net plane of force implied here, will therefore often tend to work to form, an overall net homeomorphic cohomology-related plane of force. SAMUEL (1989).

High Scalar Amplitude Of Magnetism Applied -- The More Braided The Cohomology

 The higher that the scalar amplitude of a tense of magnetism is to be, that is here to be directly applied upon the topological manifold, of a spinning mass-bearing cohesive set of discrete energy quanta, -- that is here to be working to bear a recursively smooth Ricci Flow -- the more tightly braided that the directly corresponding cohomology will tend to result in displaying, over a correlative respective time period. SAM.

Interstitial Eigenstates -- Tightly Braided Cohomology

 The more interstitial eigenstates that are here to exist, from within the covariant displaced Ward-Cauchy-Related bounds, of a kinematically transferred cohomology-related topological manifold, -- the more tightly braided, that such an inferred spatially transferred cohomology-related topological manifold, will consequently tend to result in displaying. To Be  Continued! Sincerely, Samuel David Roach. (1989). (Input?!)

Quickly Reiterated Recursively Smooth Ricci Flow

 A relatively tight braided cohomology, that is here to help form a set of conditions, that is directly attributable to a relatively quickly reiterated recursively smooth Ricci Flow, may often work to help in the facilitation, of "cutting through" the potentially hazardous conditions of atmospheric abrasion (such as the potential dangers of both atmospheric heat and atmospheric friction.) SAMUEL DAVID ROACH. (1989).

Etale Cohomology -- Expressed -- Spherical Manner/Euclidean Manner

 A given arbitrary heuristic sheave -- may often either be expressed, in a spherical-related manner, -- such as with different genre of case scenarios, that are here to work to involve concentric shell-related phenomenology; Or, a heuristic sheave -- may also often be expressed, in a euclidean-related manner, -- such as with the general case of the sheaving, that is here to be directly involved with the braided Etale Related cohomology, of a laser emission. TO BE CONTINUED! Sincerely, Samuel David Roach. (1989).

Strength Of Laser Emission -- Tightly Braided Etale Related Cohomology

 The stronger that the strength of a given arbitrary laser emission is to be, the more tightly braided that its directly corresponding Etale Related cohomology will consequently tend to be. The weaker that the strength  of a given arbitrary laser emission is to be, the less tightly braided that its directly corresponding Etale Related cohomology will consequently tend to be. To Be Continued! Sincerely, SAM ROACH. (1989).

As To Hypothetically Piecing Together A Euclidean "Expansion" With A Clifford "Expansion"

 Let us initially say, that one were to be considering, the theoretical Laplacian-based piecing together, of two different cohomology-related projective trajectories. One of these two stated projective trajectories, is to work to be displaying the general nature, of exhibiting a euclidean-related "expansion"; whereas, -- the other of such stated projected physical trajectories, is here to work to be displaying the general nature, of exhibiting a Clifford-related "expansion." At the spot where these two just inferred cohomology-related patterns, are to be connectively braided, in a Laplacian-Based manner, there will often tend to be a greater probability, of having the proximal local presence, of a Lagrangian-Based Chern-Simons singularity, -- than if one were, instead, to be connectively braiding two different projected cohomology-related physical trajectories, that are here to be both of either a euclidean "expansion," or of a Clifford "expansion." SAM.

More As To Net Braided Cohomology-Related Mappable-Tracing

 When one is theoretically to consider having the mappable-tracing, of two different distinct Laplacian De Rham cohomology-related patterns, that are here to be linked, via a hermitian singularity -- the resultant net braided cohomology thus formed, will consequently tend to be of a De Rham cohomology-related pattern, as well. I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach. (1989).