A Little Bit Of Stuff About Lorentz-Four-Contractions

The relativity of an individual superstring's Lorentz-Four-Contraction is conditonal to the degree of the Clifford Expansion that is here appertaining to the mode and genus of the corresponing Polyakov Action of an individual superstring during BRST -- relative to one or more other superstrings that are undergoing their corelative Polyakov Action eigenmetrics -- in such a manner in so that the inverse of their Clifford Expansion is here inverse to the degree of their corelative Lorentz-Four-Contraction. This is in the general locus of where the mentioned given arbitrary superstring is differentiating in, when over the sub-Fourier-Transformation in which the said superstring is going through the said duration of BRST during its corresponding instanton, and, the corresponding instanton-based conditions of one superstring is always covariant with the instanton-based conditions of all of the other superstrings that are codifferentiating in an unfrayed manner during any corelative condition of group instanton. Let us take a general example to elucidate a general concept, so as to keep the basis of things simple. So, let us say, as an example, that a given arbitrary superstring is traveling in such a manner so that its Lorentz-Four-Contraction is three. During the directly corresponding Polyakov Action that relates to one instanton in which such a contraction is occuring, the string -- during the BRST portion of the mentioned instanton -- will expand in a Clifford manner from its most contracted state by the inverse of its most contracted condtion -- by 10^8 when in terms of its length. This is just the beginning of such a discussion. I do not have the time now to discuss at any further length, so, I will continue with the suspense later! Sincerely,
Sam Roach.