Let us suppose that one were to have one given arbitrary space, that is of one particular universe, that may here be arbitrarily described of as being of a four-by-four matrix, that is here to be considered, as working to bear a denotation of 16 "1's," -- since this is here to work to describe one respective self-same space, that is of one particular universal setting, -- in which this is to occur, over the bounds of one specific Laplacian-related condition. Next -- let us suppose, that one are to have one given arbitrary space, that is here to be of a different universal setting, yet, to where this is otherwise to be of an identical nature to the initially said space. This second said space, may here be arbitrarily described of -- as being of a four-by-four matrix, that is here to be considered as working to bear a denotation, when relative in covariance to the first said space, of 16 "i's," -- since this is here to work to describe one respective space, that is of an identical nature to the first said space, -- except that the two different said spaces, are here to belong to two different universes. This too, is to be taken -- over the same Laplacian-related "snapshot" of time. I personally call this condition to be "Li-Exact."
I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.
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