Friday, May 10, 2013

Part one of Session 5 Of Course 13

Superstrings bear momentum from either direct or an indirect mini-string-based wave-tug/wave-pull.  Wave-tug/wave-pull is the cause of all momentum and inertia.  Wave-Tug/Wave-Pull may be either immediate or wave-tug/wave-pull may happen transitionally number of orbifolds and/or orbifold eigensets over a more significant amount of instantons.  Mini-String segments that bear one given arbitrary Hamiltonian operation may have a direct force upon a superstring, or, the said mini-string segments may have a direct force upon another region of mini-string segments that bear another extrapolatory-based Hamiltonian operation in an indirect manner.  At any given arbitrary iteration of group instanton, some superstrings are pushed directly upon by certain mini-string segments, while the same said superstring are pushed indirectly upon by certain other mini-string segments. Often, over a certain sequential series of instantons, certain mini-string segments initially form a direct wave-tug ore wave-pull upon a given arbitrary superstring, while, later in the eluded to series of instanton, the same mini-string segments may apply more of an indirect push upon the said given superstring.  For many superstrings, these said vibrating hoops and/or vibrating strands are being pushed and/or pulled both directly and indirectly -- by alterior sources of mini-string segments -- at the same time by mini-string segments that are not of the same general locus, over the same transient number of instantons of which I am eluding to in this case.  Mini-String segments branch throughout space and time.  This branching-out of mini-string segments is the condition of interdependent tree-amplitudes. Tree-Amplitudes of mini-string segments work together with each other to allow for all of the given wave-tug eigenoperations and all of the given wave-pull eigenoperations that act upon superstrings from the corresponding mini-string segments that are affiliated with the said strings per iteration of group instanton.  For each iteration of instanton, the net effect of the mini-string segments that work to form the tree-amplitude format that is initially operating in one given arbitrary manner changes in terms of both its distribution and its effect upon its environment.  These changes in net effect of the said branching-out of mini-string segments works to cause those changes in wave-tug and wave-pull in the substringular per iteration of instanton -- in part by altering not only substringular delineation, but, by also altering the multiplicitly respective geometric distributions of abelian-based conditions.  This alters the momentum and the inertia that is delineated in the substringular per superstring per iteration of group instanton.  When the net inertia and the net momentum of a superstings is maintained after successive iterations of group instanton, then, the inertia and momentum of such superstrings is significangly quantific in terms of the genus of the directly corresponding condition of superconformal invariance.  I will continue with part two later!
Sincerely, Sam.

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