A Little Bit Of Terminology

A Yakawa Coupling is when a substringular phenomenon  touches, rubs, and/or curls around another substringular phenomenon.  A Gliossi-based touch is the direct touching of one segment of topologically-based phenomenon with another segment of topologically-based phenomenon.  So, when there is a direct interaction of two mini-string strands -- when there is a direct touch of one eigenstate of a substringular field with another of such eigenstates of substringular field -- then, the format of the Yakawa Coupling that is here indicated is then of the general format of a Gliossi-based touch.
If there is a perturbation of a substringular phenoemenon, or, if there is a perturbation of a substringular metric, then this is when there is an alteration in the composition of the phenomenon  -- or, when there is a change in the general venue of the format of the said metric, respectively.
Right after the Regge Action happens after BRST, the forward-time-associated superstrings --  no matter what directoralization that these had in their angular momentum indices during the directly preceding group-associated instanton -- flow together in a relatively counterclockwise motion as these proceed to go into the beginning of the generally unnoticed portion of Ultimon Fllow.  This is considered the forward-holomorphic direction of the said forward-time-moving superstrings that exists in  the flow of substringular phenomena during this course of their cycling.  On this topic, right after the Regge Action happens after BRST, the backward-time-associated superstrings -- no matter what directoralization that these had in their angular momentum indices during the directly preceding group-associated instanton -- flow together in a relatively clockwise motion as these proceed to go into the beginning of the generally unnoticed portion of Ultimon Flow.  This is considered the forward-holomorphic direction of the said backward-time-moving superstrings that exists in the flow of substringular phenomena during this course of their cycling.  Yet, in the course of the iteration of a given arbitrary instanton, the direction of the permittivity of any given arbitrary superstring when in consideration of the pull of its angular momentum indices is, in another tense, considered the forward-holomorphic direction of the wave-pull of the said given arbitrary superstrings that exists during the said   iteration of instanton.  This means that even though superstrings during any given arbitrary group instanton bear -- on the whole -- countless directoralizations as to what is forward-holomorphic and what is reverse-holomorphic, the forward-holomorphic direction of one tense of time-based momentum for one set of parallel universes during a majority of the unnoticed portion of Ultimon Flow is always in the same direction -- because this is when all of the likewise-time-based-moving superstrings that are of the same universe move together in the said generally unnoticed portion of Ultimon Flow.