Heightened Kahler-Based Conditions -- Enhanced Inherent Inertial-Related Conditions

 The proximal local presence of heightened Kahler-Based conditions, that are here to be spontaneously incurred upon a given arbitrary Hamiltonian Operator, may often work to enhance the inherent inertial-related conditions of the respectively mentioned Hamiltonian Operator. SAMUEL DAVID ROACH. 

The Re-Enforcement Of Anti Gravitational Waves -- Re-Enforcement Of Proximal Local Kahler-Based Conditions

 The Re-Enforcement of those anti gravitational waves, that are here to be latent, from within the Ward-Cauchy-Related confines, of a particular set respective given arbitrary region in time and space, will often tend to work to re-enforce the proximal local Kahler-Based conditions, that are here to be present, from within the eminently effectually inferred locality in time and space. TO BE CONTINUED! SAMUEL. 

Sporadically Reverberating Hamiltonian Operator -- Kinematically Bound From Within A Set Of Ward-Cauchy-Related Physical Bounds

 When a given arbitrary Noether-Based Hamiltonian Operator, is to sporadically reverberate, in such a manner, to where such an inferred cohesive set of energy eigenstates, is here to be kinematically bound from within a set of Ward-Cauchy-Related physical bounds, it will thereby often consequently tend to follow, that such a stated Hamiltonian Operator, will thereupon often spontaneously work here to exhibit, the recursive display, of a reiteratively expressed set, of anti holomorphic Kahler conditions. SINCERELY, SAMUEL DAVID ROACH. 

Facilitation Of Yau-Exact Conditions

 Anti Gravitational forces tend to facilitate Yau-Exact conditions, better than heuristic gravitational forces do. I WILL CONTINUE WITH THE SUSPENSE LATER! SINCERELY, SAMUEL DAVID ROACH.

Another Refinement — As To Anti Holomorphic Kahler conditions

 Here is another refinement that I have just thought of lately, as to more properly perceiving my particular model of string theory that I have been working to develop:

Let us initially imagine a given arbitrary Noether-Based mass-bearing cohesive set of discrete energy quanta, that is here to be starting out — moving in a hermitian-related manner, along its directly corresponding Lagrangian-Based path. Let us next stipulate, that such a said cohesive set of discrete energy, is here to be in the process of being propagated in a certain manner, to where it is here to be spatially transferred, over a proscribed given arbitrary span of time, as a maintained six-spatial dimensional physical entity. Next; let us say, that this herein inferred set of energy quanta, is to all of a sudden, spontaneously alter from its initial tense of a hermitian-related flow, — to where, at a certain given arbitrary locus in space and time, as this is here to be taken along the mappable-tracing of its directly associated Lagrangian-Based path, such a said set of energy quanta is to spuriously change in seven spatial derivatives,  to where again, this is here to be happening at the earlier implied given arbitrary locus in space and time, at which the inferred sudden and spontaneous alteration of projected trajectory, is here to be occurring. This just inferred perturbation of sorts, is therefore to work to signify, that the perturbative locus at which such an alteration is here to occur, is then to act or operate, as a first-order Lagrangian-Based Chern-Simons singularity. Let us next say, that this said “singularity,” is to be happening in a “cross-product-related manner” (via the ‘vantage-point” of the holomorphic positioning of its angular momentum eigenstate)  — to where, —although this will tend to work to alter what the holomorphic direction of the cohesive set of energy is to specifically be projected in, that this will, however, tend to not work to form any viable set of anti holomorphic Kahler conditions. Yet; if instead, the inferred sudden and spontaneous alteration of projected trajectory, is here to be occurring as Similar to before, Yet, to where the directly associated first-order Lagrangian-Based Chern-Simons singularity that is here to be formed, is to be happening, instead, in a “dot-product-related manner” (via the “vantage-point” of the holomorphic positioning of its angular momentum eigenstate) — that this  particular tense of a genus of a Lagrangian-Based Chern-Simons singularity, will thereby result in tending to work to form a set of anti holomorphic Kahler conditions, — as the earlier mentioned mass-bearing cohesive set of discrete energy quanta, is thence to be pulled into a potentially different genus of an alteration in its general genus of holomorphic topological sway, as this is here to be taken along its correlatively morphed Lagrangian-Based Flow. This second general genus of a perturbative Lagrangian-Based Flow, is thereby to tend to be more likely to work to form a set of physical conditions, by which the herein described cohesive set of discrete energy quanta, may have a greater potential than in the other case scenario, to become Gliosis to the Kahler-Metric. To Be Continued! Sincerely, SAM ROACH. (1989).

Boundary Conditions -- My Take, (In "Laymen's" Terms)

 Let us consider the five different reductional types of boundary conditions that exist:

1) Neumann conditions: Consider a physical "thing," -- at a "snapshot" of time. One may perceive of the boundary conditions of the "thing" as a "thing," to be analogous to the Neumann boundary conditions.

2) Dirichlet conditions: Consider the motion of the earlier stated "thing." One may perceive of the boundary conditions of the motion of this "thing," to be analogous to the Dirichlet boundary conditions.

3) Cauchy conditions: Consider the combined boundary conditions, of both the "thing" as a "thing" -- while in conjunction with the boundary conditions of the motion of such a stated "thing." One may perceive of this resultant set of boundary conditions, as being analogous to the Cauchy boundary conditions.

4) Robin conditions: Consider the Cauchy-like boundary conditions of a movable "thing," as it has some sort of a restraint (a certain tense of an impedance) applied upon it's tense of motion. One may perceive of this general type of a set of boundary conditions, as being analogous to the Robin boundary conditions.

,&,

5) Mixed conditions: Consider the boundary conditions that are here to exist, in any relevant case, when either the "thing" of motion, and/or when the motion of such a stated "thing," is to alter in its phenomenology. One may perceive of this general type of a set of boundary conditions, as being analogous to the Mixed boundary conditions. (P.S.: I apologize; yet, the term, "mixed boundary conditions," has more of a tendency, of generally working to refer to partial aspects, that are of the other reductional types of physical boundary conditions, -- particularly, of either Cauchy boundary conditions/ Robin boundary conditions.)

Hope all is well! Sincerely, SAMUEL DAVID ROACH. 

Sturdy Discrete Energy Quanta

 Mass-Bearing cohesive sets of discrete energy quanta, that both work to bear a relatively high scalar amplitude of Isotropic stability, — as well as working to display a relatively high scalar amplitude of kinematic permeability, tend to be relatively “sturdy,” — to where such an inferred general genus of mass-bearing cohesive sets of discrete energy quanta, will consequently tend to work to bear a relatively high tense of structural integrity — at a level that is here to be Poincare, to the correlative inferred Ward-Cauchy-related boundary conditions. I will continue with the suspense later! Sincerely, SAM ROACH.

My Premise, As To An Occasional Potential Inter-Meshing Amongst Different Universes

"Segments" that are of a given arbitrary "dimensional-train," that are here to work to represent part of one directly corresponding given arbitrary universal setting, in one set of parallel universes -- may occasionally potentially partially inter-mesh with "segments" that are of another given arbitrary "dimensional-train," that are here to work to represent part of another directly corresponding given arbitrary universal setting, in the same earlier stated set of parallel universes, and still Potentially maintain their initial tense of a universal setting -- under the course of the following two potentially feasible general stipulations:  P.S. What I mean by "universal setting," is as being of one type of universe.

1)  If the potentially resultant symmetry-related Ward-Cauchy boundary conditions, are to be physically obeyed -- to where such a potential partial inter-meshing would Not work to be prevented, -- by one tense or another, of something on the order of the Pauli Exclusion Principle (which could thence, otherwise work to prevent such a general inferred type of a potential partial inter-meshing).

AND;

2)  If the Ward-Cauchy norm-related conditions of the two different potentially partially inter-meshing "segments," that are here appertaining to small parts of two different inferred universal settings, are here to work to allow for both of such potentially inter-meshing "dimensional-trains," to consequently work to bear such a general tense of an orthogonal delineation -- to where these inferred segments, that are here to work to represent two different individually taken sets of Hamiltonian Operators, -- are then to be able to tend to bear a tense of a super string-related wobble, that would consequently work to signify the general type of a physical condition, to where both of these segments, that are here to be appertaining to small parts of two different respective universal settings, to still maintain the condition, as to continue to be of their originally respective inferred tense of two individually taken universal settings.

Otherwise; the initially eluded-to potential inter-meshing of two segments -- that are here to be appertaining to small parts of two different respective types of universal settings, would consequently more than likely Not be able to happen then!

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

Cohomological Pumping And Tachyonic Flow

The condition of cohomological pumping, eludes to that general genus of activity -- that happens during any given arbitrary case of tachyonic flow.  This is even though the general condition of tachyonic flow, is not the only case to where there is to be a tense of cohomological pumping.  At a general fractal of a tense -- cohomological pumping, eludes here to the general condition of Ultimon Flow.  Ultimon Flow works to help at explaining as to how both the conditions of tachyonic flow and the conditions of quantum leaps are able to be possible.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.