The Last Part of the Seventh Session of Course 16

Both Yang-Mills light-cone-gauge topology and Kaluza-Klein light-cone-gauge topology work to involve mini-string segments -- or, in other words, substringular field-density eigenstates -- that work to connect and reconnect superstrings and other substringular phenomena that are homotopic in nature, to one another, per each successive series of the iterations of group instanton.  Such a general basis of activity also works to both connect and reconnect the multivarious and the multiplicit homotopic cohomological indices, in the form of the homotopic recycling of ghost-based indices, over the same general successive series of iterations of group instanton.  An exception to the just eluded to conditionality of Cassimer Invariance is the fraying of substringular phenomena, that involves both the existence and the kinematic differetiation of black-holes.  The just stated existence and kinematic differentiation of black-holes is not necessarily permanent -- such fraying-based activity may often be temporary.  I will continue with the next session later! Sincerely, Sam Roach.