Recursively Inverted Homotopic Path

 A holomorphic directed, recursively inverted, homotopic path, often tends to be tantamount, to a progressively holomorphic, recursively asymmetric, mappable homotopic region-based path. SAM.

Harmonics Of Superstrings --- Tense Of Homeomorphic Nature

 When a Noether-Based superstring of discrete energy permittivity, is to work to bear an anharmonic holomorphic vibration, in an odd number of spatial dimensions, as such a said superstring is to be just going into the general process of BRST, -- it is to consequently follow, that this general type of a physical condition, will thereby tend to result, in working to bear a lack of an asymmetrically-based "homeomorphic" field, as subtended between the directly associated superstring, and its correlative counter string, of such a particular respective given arbitrary case scenario. Furthermore; When a Noether-Based superstring of discrete energy permittivity, is to work to bear a harmonic reverse-holomorphic/anti holomorphic vibration, in an odd number of spatial dimensions, as such a said superstring is to be just going into the general process of the Regge Action, -- it is to consequently follow, that this general type of a physical condition, will thereby tend to result, in working to bear a lack of an asymmetrically-based "homeomorphic" field, as subtended between the directly associated superstring, and its correlative counter string, of such a particular respective case scenario. When a superstring of discrete energy permittivity, in relation to its correlative counter string, is to lack an asymmetric tense of a homeomorphic field, that is here to be subtended between such a stated superstring, and its directly corresponding counter string, then, the directly associated proximal local entity of discrete energy, will thereby consequently tend to lack a tense of being of an orientable nature. Consequently; When such a said superstring of discrete energy permittivity, in conjunction with its correlative counter string, is to lack the general physical attribute, of working to bear an asymmetric tense, of a homeomorphic field, that is here to be subtended between each other, then, it is to consequently follow, that such an inferred discrete quantum of energy, will thereby be of a non orientable nature. Again; When a Noether-Based discrete quantum of energy, is to be non orientable during BRST, as well as that such a said discrete quantum of energy, is to be of a non orientable nature, during the immediately ensuing Regge Action, then, such a said discrete quantum of energy, will thereby tend to go, from being of a Noether-Based flow, into then ensuing to go into a tachyonic-based flow. I WILL CONTINUE WITH THE SUSPENSE LATER! SINCERELY, SAMUEL.

More; As To "Homeomorphic" Field -- Betti Action

 The "homeomorphic" field, that is here to exist between a superstring and its directly corresponding counter string, when the inferred discrete string-related energy is orientable, during the Betti Acton, is a mappable-relationship, that is here to work to bear an exacting tense of asymmetric configuration. SAM.

Adjacent Spinning Mass-Bearing Orbifold Eigensets

When two different adjacent given arbitrary mass-bearing orbifold eigensets, are here to be spinning at a relatively high rate -- these will each tend to need to bear a covariant asymmetric spin in relation to one another, -- in order to not infringe upon each other's space.  This is why adjacent electrons tend to bear a covariant asymmetric spin, in relation to one another, again, in so as to not infringe upon each other's space.  This specific general example that I just mentioned, in respect to the nature of the spin of adjacent electrons, is commonly known of as being the general gist of the "Pauli-Exclusion Principle."  I will continue the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.

Adjacent D-Fields

Any two different distinct adjacent d-fields, that are of a Noether-based flow -- tend to bear a tense of a relative covariant asymmetric spin -- the one toward the other, to where this works to allow for  those particle-related phenomenology, that work to exist from within the Ward-Cauchy-related bounds of such fields, to then to be able to obey the Pauli-Exclusion Principle.  This works to help these fields to keep from impeding upon each other's space.
To Be Continued!  Sincerely, Samuel David Roach.

Yukawa Kahler-Metric

The more Yukawa that the Kahler-Metric is, to any one given arbitrary discrete quantum of energy that is at one set gauged-metric, -- the more asymmetric that the adjacent gauge-bosons of the said respective given arbitrary discrete quantum of energy will then tend to be.  The more asymmetric that the adjacent gauge-bosons of any one respective given arbitrary discrete quantum of energy will be, -- the more harmonic that the resultant formed Schwinger-Indices that act as gravity waves, will then tend to be.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.