Etale/p-Adic Cohomology -- Kahler-Based Attribution

An Etale cohomology tends to bear a relatively greater tendency of working to bear a Kahler-Based attribution, than a p-Adic cohomolgy will otherwise tend to express. SINCERELY, SAM ROACH.

P-Adic Cohomology Incurred Upon An Initially Propagated Clifford Expansion

 At times, when an externalized p-Adic cohomology is to be incurred, upon the kinematic cohomological-related motion, that is of a given arbitrary Noether-Based mass-based cohesive set of discrete energy quanta, of which is here to be initially undergoing the Fourier-Related-Progression of a respective Clifford Expansion, this will occasionally have the tendency, of working to alter the kinematic cohomological motion, that is of such a stated mass-bearing cohesive set of discrete energy quanta, into consequentially perturbating in its general tense of tangential spatial expansion, in so as to spontaneously ensue to exhibit the display, of the Fourier-Related-Progression, of a resultant Euclidean Expansion. I WILL CONTINUE WITH THE SUSPENSE LATER! TO BE CONTINUED! SINCERELY, SAMUEL DAVID ROACH.

Dissipation Of The Embroidery Of Electrodynamic Rays -- Function Of P-Adic Cohomology-Related Operation

 The general kinematic activity, which is of the dissipation of that initially embroidered topological manifold, that is here to initially be of a respective braided structural tense of cohomology, of which is to subsequently be acted upon in the general inferred manner, to where the correlative unsheathing of such a general tense, of certain of such respectively incurred upon kinematically covariant propagated electrodynamic rays, in a way, may often be eminent in its association, with a particular given arbitrary genus, of the general function, of certain ulterior forms, of kinematically covariant propagated p-adic cohomology-related operations, which are often to act, over the general durational course, that may be surmised by the mathematical workings of a correlative Fourier-Transformation, in so as to often tend to kinematically act to undo, the potentially proximal adjutant presence, of a covariant kinematically propagated co-tangentially imparted Etale cohomology of topological manifold, of which is here to have had a relatively high probability, of working to bear a spontaneously Gliosis interaction, with the inversely considered general genus of a respective cohomology-related structural projection, as the initially inferred moving sheathed cohomology, is here to subsequently work to bear a tense of becoming unsheathed. SAMUEL ROACH.

The Coupling Of Two Projected Etale Cohomology-Related Covariant Kinematic Structures, That Are Relatively Nijenhuis To One Another

 The Gliosis-Based coupling of two different initially projected Etale cohomology-related covariant kinematic structures of topological manifold, that are here to bear the initial state or condition, of working to exhibit the display, of a relatively Nijenhuis relationship with one another, may, at times, have the general tendency of consequentially resulting, once these are here to work to bear the ensuing inferred coupling interaction, in the spontaneous subsequent formation, of a set of one or more p-Adic cohomology-related covariant kinematic structures of topological manifold. TO BE CONTINUED! SINCERELY, SAMUEL ROACH.

Inverted Torsional Metric-Pulse

 When one is to have a given arbitrary case scenario, of which is here to work to involve a first-order inverted torsional metric-pulse, acting as a given arbitrary example of a particular genus of a Chern-Simons Invariant gauge-action, this may often work to involve a directly corroborative loosening, of a state or condition of a proximal local wave-tug, as acting to work to exhibit the Fourier-Related display, of the workings of a directly associated p-Adic cohomology. TO BE CONTINUED! SAMUEL ROACH. (1989).

Cohomology Of Electrodynamic-Related Phenomenology

 An electrodynamic current, is often to tend to be directly associated, with an Etale cohomology -- since an electrodynamic current, tends to exhibit a braided cohomology. Whereas; The physical application, of a relatively high concentration of entropic eigenstates, as this is here to be incurred, upon an electrodynamic current, is often to tend to be directly associated, with a p-Adic cohomology -- since the physical application, of a relatively high concentration of entropic eigenstates, as incurred upon an electrodynamic current, will often tend to work to unsheathe, the proximal local presence of a braided cohomology. Sincerely, SAM.

Harmonic/Anharmonic Sheathing

 When a generative cohomology, is to work to exhibit the display of a tense of a harmonic sheathing, this will often tend to be representative, of a general genus of an Etale cohomology. Furthermore, as an inverse correlation to what I have just mentioned here; When a generative cohomology, is to work to exhibit the display of an anharmonic sheathing, this will often tend to be representative, of a general genus of a p-Adic cohomology. (1989). I WILL CONTINUE WITH THE SUSPENSE LATER! SINCERELY, SAMUEL ROACH.

When An Electrodynamic Current Is De-Generated

 When a given arbitrary electrodynamic current is being de-generated, such an inferred proximal local electrodynamic current, over the general durational course of such a respective process, may often tend to be consequently working, to exhibit the physical nature, of the display of a p-Adic cohomology. Sam.

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. 

A Certain Perspective, As To Parallel Universes

 The following is one of my current perspectives, as to a certain view about parallel universes:

One may initially perceive that there are more universes than there actually are, yet, the following logic, is a perspective that I have thought about, that works to indicate, that the number of actual parallel universes, is Not as huge as some people out there may surmise. 

Initially consider the general concept, as to Etale/p-Adic cohomology. It involves the mathematical application of the Bessel Function, of which is here to work to correlate — to the general concept of the respective sheaving/inverse-sheaving, of certain particular cohomology-related eigenstates. You know how, with the mathematical usage of such Bessel Functions, there is often to be an “unsheathed” condition,  — that may quite often take away or detract certain cohomology-related eigenstates from each other. Therefore; now I realize that this may sound like an oversimplified epiphany, yet, it none the less needs to be said, — that the general condition, in which the inverse-sheaving of certain cohomology-related eigenstates, will often tend to take away the here respective proximal local presence of various “sheaved” cohomology-related eigenstates, may be a start of understanding the general idea that I presently have, as to that, — although there must be an enormous number of parallel universes out there, that the actual number of these, is more than likely more limited than some people may tend to believe, due to the general condition, that the potential “sheaved” condition of certain cohomology-related eigenstates, may often be attenuated from any sort of viable perpetuity, due to a relatively immediate and spontaneous “un-sheaving,” that may work to negate these seeming potentially theoretically existent realities. SAM.

Changes In Node Of The Collective Consciousness -- My Current Perspective

 It is my current perspective -- that, quite often, -- when there is to be an alteration in the general construct, of a particular given arbitrary node of the "collective consciousness," that this general process, will often tend to utilize at least some sort of piecewise continuous manner, in which certain structural aspects, that are here to be of the original construction, of such a node of collective thought waves, will tend to bear an inversely sheaved cohomology; while certain other structural aspects, that are here to be of an ulterior manner of physical construction, that is of a thought wave-related nature, will consequently work to bear a heuristic cohomology-related sheaving. Consequently, I perceive -- that: When there is to be a viable alteration, in the make-up of a node of the collective consciousness, -- that the aspects of its (the node's) construction, that are here to be dispersed, will tend to undergo a particular specific respective genus, of a p-Adic cohomology; whereas, -- it also is to logically follow, that the aspects of its (the node's) construction, that are here to work to replace the just dispersed cohomology-related tense, of such a modified node of the collective consciousness, will thereby tend to result, in undergoing a particular specific respective genus, of an Etale cohomology. To Be Continued! Sincerely, SAMUEL DAVID ROACH. (1989).

Heuristically Projected Laser, Versus Heuristic Tesla Energy

 The propagation of the multiplicity of heuristically projected laser emissions, works to act as a genus-related tense of a heuristic sheaving. Thereby; The propagation of the multiplicity of heuristically projected laser emissions, tends to work to display a genus-related tense of an Etale cohomology. 

Whereas; 

The propagation of the multiplicity of heuristically emitted Tesla Energy, works to act as a genus-related tense of an inverted sheaving. Thereby; The propagation of the multiplicity of heuristically emitted Tesla Energy, tends to work to display a genus-related tense of a p-Adic cohomology. Sincerely, Sam Roach. 

As To Scalar Magnitude -- Etale/p-Adic Cohomology

 An Etale cohomology tends to work to bear a heuristic sheaving. 

When the Etale cohomology abelian-related "Grouping" factor, has a scalar magnitude of 

 "-i*(e^2);"

Then, the scalar magnitude, of the directly corresponding heuristic sheaving, will consequently tend to  be "0." (This will consequently tend to indicate, that there will here, in this particular case, be NO heursitic sheaving being displayed here.)

Whereas:

A p-Adic cohomology tends to work to bear an inverse sheaving.

When the p-Adic cohomology abelian-related "Grouping" factor is "0;"

Then, the scalar magnitude of the directly corresponding inverse sheaving, will consequently tend to be  

"-i*(e^2)." (This will consequently tend to indicate, that there will here, in this particular case, be No abelian-related "Grouping" being exhibited here.)

Please let me know if this is up to par! I am just beginning to learn of this type of cohomology! SAM.