Floer Co(Homology) -- Homotopic Transfer

 The reverse-fractal effect of a Floer (co)homology, given the Ward-Cauchy-Related situation, may often be potentially be capable of working to express, either a flat tense of homotopic transfer, a divergent tense of homotopic transfer, or a convergent tense of homotopic transfer. TO BE CONTINUED! SAMUEL.

A Kahler Hamiltonian Operator, that works to exhibit a Floer (co)homology, may often tend to behave, as acting more along the lines, of being a covariant compact topological manifold, than an otherwise analogous Kahler Hamiltonian Operator, that instead, is of a Heegaard (co)homology-related nature.  

When a Slater-Based Incursion is imparted, upon the physical substrate, of a heuristically gauged Kahler Hamiltonian Topological Manifold, this general type of a case scenario, will often tend to eminently work to involve, the spontaneous corroboration, of a delineated tense of homotopic restraint, as consequentially impelled upon the covariant region of implicit net contortion eigenstate, to where the thereunto resultant implicit alteration in velocity, of which such an inferred team of mass-bearing energy eigenstates is here to more than likely be performing, is therefore to tend to be controlled in at least a semi piecewise continuous manner, to where the more Gliosis that such a Slater-Based Incursion is to be imparted in spontaneous implementation, the more intricate that the physically restraining controls will often tend to be, that here help to enhance the resulting capacity, of a piecewise continuous flow, of explicable contortion-based symmetry.

The utilization of a harmonic distributional delineation, of a consonant vibration of vowel sounds, may often tend to bear the capacity, of being able to facilitate, a relatively smooth spatial translation, of anti gravitational force. 

Divergent/Convergent Homotopic Transfer

 Generative force, often tends to work to involve the general tense of a divergent homotopic transfer.

Degenerative force, often tends to work to involve the general tense of convergent homotopic transfer.

I CONTINUE WITH THE SUSPENSE LATER! SINCERELY, SAMUEL DAVID ROACH.(1989).

When one is to consider, a spontaneously resonating, Chern-Simons Pulsation, in which the eminently incurred net Poincaré-Based Incursion, is to spontaneously escalate, in the order of the physical application of its gauged-action, this general physical operation, may often tend to facilitate the implosion, of the eminently associated topological manifold, of which is here to be behaving as the implicit kinematically propagated Hamiltonian Operator, of which was here to be initially exhibiting, the earlier mentioned Chern-Simons Pulsation. 

Waves of Physical Imagination, often tend to travel far quicker, than Waves of Physical Thought, tend to move.  In this respect, imagination is more important than knowledge — And I don’t adherently mean fantasy. What I term of, as being Imagination, is conceptual picturing.

An isotropically stable, metrically gauged Kahler Hamiltonian (Operator), will often tend to spontaneously work to bear, an eminently homomorphic tense, of a corroboratively resolute, Fourier-Related-Progression. Whereas; An isotropically stable, heuristically gauged Kahler Hamiltonian (Operator), will often tend to spontaneously work to bear, an eminently homomorphic tense, of a corroboratively succinct, Fourier-Related-Progression.

The net of the general process, of the gauged restraint incurred upon the flow of anti matter related phenomenology, may often tend to be capable of facilitating, the formation of the multiplicity, of kinematically propagated frequency-based eigenstates. Whereas; The net of the general process, of the gauged restraint incurred upon the flow of matter related phenomenology, may often tend to be capable of facilitating, the formation of the multiplicity, of kinematically propagated time-based eigenstates.  

Fourier-Related-Progression, tends to be evenly maintained in its eminently corroborative differential flow, when such an implicit set of cohesive frequencies, is gauge-invariant. 

When two or more different and unique Fourier-Related Systems, are to spontaneously directly interact, in so as to work to form a net Fourier-Related System, that is here to be stronger, than any of the originally implicit individually taken respective Fourier-Related Systems were to be, that were here to be covariant in their progressive differentiation, from Before the implicit spontaneous direct interaction stated earlier, that such a general type of a case scenario, may often tend to be said, to be a general situation, in which there is here to be a viable proximal local state, of what may be called wave reinforcement. 

The stronger that the Betti Action is to be, for an eminently associated net set of cohesive discrete energy eigenstates, the more spontaneously compactified/de-compactified, that its directly corroborative spatial dimensionality, will often consequently tend to become, when in lieu of this activity.

 

Convergent/Divergent Holomorphic Transfer -- Back To Basics

 A convergent holomorphic transfer has the general tendency, of being affiliated with a co-tangential tense of a relationship. Whereas; A divergent holomorphic transfer has the general tendency, of being affiliated with a tangential tense of a relationship. I WILL CONTINUE WITH THE SUSPENSE LATER! SINCERELY, SAMUEL. 

Convergent Dampening Of Escalating Expansive Lagrangian

 When an escalating expansive Lagrangian, that is here to be of the motion of a given arbitrary cohesive set of discrete energy quanta, is to work to bear a convergent attenuation, of its regional proximal local attritional attribute, of the inferred dampening of such a respective tense of an escalating expansion, -- this will thereby tend to consequently result, in a decrease in the correlative demonstrable exponential rate of Ricci-related flow, whereby the initial tense of such an inferred escalation, is then to tend to result, in a relative decrease in the rate of its escalation, over the durational course of a sequential series of group-related instantons, -- as this is here to be taken, over an evenly-gauged Hamiltonian eigenmetric. SAM. 

What I Perceive, In Consideration Of When The Ricci Flow Equals The Natural Log Of "U"

 If one were to assign the scalar of the value of the Ricci Flow, to the expression, "the natural log of 'u',"

One is thereby able to consequently, under this inferred initially given condition, to go about at determining the following math, When In Consideration Of A Respective Cartesian Designation:

Also; This Is In Consideration Of A Convergent Designation Of Such A Flow:

1)  e^(the Ricci Flow) = "u."

2a) e^(the del of the Ricci Flow) = The Derivative Of The Inverse Secant Of "u." 

Next; When In Consideration Of A Divergent Designation Of Such A Flow:

2b) e^(the del of the Ricci Flow) = The Derivative Of The Inverse Cosecant Of "u."

Now; let us determine -- When In Consideration Of A Convergent Designation Of Such A Flow, Via A Respective Hyperbolic Designation:

2c) e^(the del of the Ricci Flow) = The Derivative Of The Inverse Hyperbolic Secant Of "u."

Next; let us consider, When In Consideration Of A Divergent Designation Of Such  A Flow, Via A Respective Hyperbolic Designation:

2d) e^(the del of the Ricci Flow) = The Derivative Of The Inverse Hyperbolic Cosecant Of "u."

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