Monday, July 21, 2014

Part Three of the Third Session of the 17th Course About The Ricci Scalar

When an orbifold, or, in other words, when a set of adjacent superstrings that operate in so as to perform a specific function, work to perform a specific tense of mangnetism in a specific respective multidimensional setting over time, then, this so-stated orbifold will act as an eigenset of Hamiltonian-based indices that operate in so as to perform a specific sub-atomic function, over a sequential series of group instantons -- these just-eluded-to eigenmemebers of such a Hamiltonian operation of which would then happen as a holonomic substrate that is both codifferentiable, codeterminable, and, covariant over that so-eluded-to group metric, that would here involve the "cooperation" of a certain given arbitrary set of superstrings -- in such a manner in so that the eigenbasis of the activity of such an orbifold eigenset would bear a basis of a fractal of momentum that would then here bear an even tense of a Jacobian-based eigenbase.  So, as the so-stated set of superstrings -- that would here work to perform a specicfic function, in so as to act as a specific substringular group operator -- works in so as to bear a specific index of Hodge-based codetermination over time, then, the activity of such an orbifold eigenset will bear a Real Reimmanian basis that is both covariant, codeterminable, and codifferentiable with other orbifold eigensets, that operate in so as to be of the same universal-based setting.  This here would work to designate each of such relatively Real-based orbifold eigensets as viabely inter-relateable with each other in a manner that is not only Yakawa to one another in a respective manner, yet, would work to form a common Gaussian-based format that is both trivially Li-Algebra-based, in terms of the relationship of the covariance of the inter-relationships of the activity of their respective codetermination, when such a codetermination is applied from one of such orbifold eigensets toward each of the other so-eluded-to orbifold eigensets, yet, this would also work to form a potential setting of such so-stated geni of eigensets as being able to bear a viable Gliossi-based inter-relationship of any given arbitrary individual orbifold eigensets with each of the other of such eluded-to orbifold eigensets, that I have here eluded-to as being of the same universal setting -- over the eluded-to duration of such a so-stated sequential series of group instantons.  The chief characteristic of an orbifold eigenset is a basis of a set of orbifolds that work to function as a Hamiltonian-based operator.  When such a Hamiltonian-based operator is of a unique relatively Real-based space -- in so as to not spontaneously perturbate out of such a respective format of codeterminable eigenbase, then, the tense of that fractal of magnetism -- that would be displayed as a group attractor that is operational over a discrete Hamiltonian operand -- would bear an inter-relationship with electromagnetic energy that would then, over a spontaneous inter-relationship with its environment, work to form a manifold of vibratorial oscillation that would then here work to form a manifold that is Calabi-based in nature.  Such a manifold will either be Calabi-Yau, Calabi-Wilson-Gordan, or, it will be Calabi-Calabi. The activity of Calabi-based manifolds works to involve Gaussian Transformations that may be termed of as gauge-transformations.  I will discuss this more in course 20.  In the meanwhile, the manner of the activity of such a just-eluded-to manifold will always bear at least some format of interaction with both the local indices of gravity, which will also bear at least some format of interaction with the local indices that are needed in order for any relatively neighboring Wick Action eigenstate to occur.  Such a format of interaction will always involve the activity of the Rarita Structure -- the Rarita Structure of which is the general physical mechanism by which the bearings of the Ricci Scalar is able to take into effect.
I will continue with the suspense later!  To Be Continued!!! Sincerely, Sam Roach.

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