As to Contorted Norm-Projections

When a norm-projection that strikes any given arbitrary superstring of discrete energy permittivity is not straight -- "straight" here being considered in so as to bear a flush unitary Lagrangian, that is curved in the general manner and to the consequent degree of the innate and local curvature of space-time-fabric -- in the process of forming a Gliossi-based contact with the so-stated superstring, then, since the so-eluded-to Laplacian-based curvature of the here incoming norm-projection is thence of a contorted nature, the Hamiltonian-based operation of the redistribution of the superstring that is struck in this given respective scenario will not be of as much of a scalar magnitude as would be a Gliossi-based contact of such a norm-projection, if, instead, the so-stated norm-projection were to instead be of the earlier said condition as to being "straight" in so as to be considered as to bear a unitary Lagrangian that is curved in the general manner and to the consequent degree of the innate and local curvature of space-time-fabric.  So, the more the contorted the Laplacian-based topological contour is of such a given arbitrary norm-projection, when such a respective alignment of substringular holonomic substrate is to strike any respective given arbitrary superstring of discrete energy permittivity at one given arbitrary velocity, over time -- the less of a discrete wave-tug/wave-pull that the said norm-projection will tend to bear upon the directly related said superstring, over the immediately ensuing iterations of group instanton, in so that this manner and degree of consequent detriment in the enabling of a more viable Gliossi-based contact will thence lower the Hamiltonian-based operation -- when in terms of the scalar magnitude of the genus of such a substringular re-delineation -- that may be here considered over a sequential series of iterations of the here directly ensuing discrete metrical activities of the said instantons.  Yet, also working to effect both the degree and the manner of the scalar magnitude of such a Gliossi-based interaction, is whether or not the genus of such a format of a Yakawa-based coupling is either of a Noether-based flow or of a tachyonic-based flow.  The more tachyonic the basis of such a flow, the higher is the potential tendency of such a norm-projection to bear a higher scalar magnitude of such a here inferred Hamiltonian-based operation of norm-projective pull.  Yet, in general, norm-projections will tend to bear a Noether-based flow in the process of working to bear a Gliossi-based Yakawa Coupling, that is enacted upon any given arbitrary superstring at the Poincaire level.  To Be Continued!  Sam.