When a superstring is both swivel-like in general shape and relatively compact, it is more likely to become tachyonic on account of the following format of kinematics.:
Let us take, first, a common toy as an alagorical example, in order to show what I am saying a little bit clearer. If you are to stretch-out a "slingky," it is going to have wiring that is relatively more jointal and less tightly looped than if, instead, you were to just bend it in two from the said "slingky's" original shape. Likewise, if you were to stretch-out a swivel-like shaped superstring, it is more likely to be less tachyonic than if it were to be comactified. This is because a relatively compactified swivel-shaped superstring is more likely to bear a first-ordered light-cone-gauge eigenstate that is sinusoidal, as a basis. Thus, a Yang-Mills, or, in other words, a non-abelian light-cone-gauge eigenstate is more probable for a compactified superstring, than, for an elongated superstring. Besides shear entropy, phenomena that is to safely flow in a tachyonic manner is to have a Yang-Mills light-cone-gauge foundation. This is, in general, why. I will move on to the test questions for the last test of course 13 later! Sincerely, Samuel David Roach.
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