More About Gravity

Reverse gravity is a reversal in the direction of the flow of gravitational particles as a unit. Antigravity, on the other hand, is a reversal in the directoralization of the Ricci Scalar. Gravitational particles are gravitons and gravitinos. Gravitational particles are gravitons and gravitinos. Gravitational force, as entailed by the Ricci Scalar, is a metric-gauge, that, via the Rarita Structure, acts also as a type of gauge-action. Every phenomenon that's physical is is involved with gravity of some sorts or another. So, although not everything has mass, every phenomenon in terms of superstrings and gauge-bosons has a mass index. This is because every superstring has some subtending upon gravitational particles via Ricci Scalar eigenstates that act through the respective Rarita Structure eigenstates. A string that appertains to mass is a superstring that is Yau-Exact in terms of its surrounding substringular singularities, and bears a light-cone-gauge topology that is Kaluza-Klein. A Kaluza-Klein topology is a light-cone-gauge topology is a light-cone-gauge topology that is abelian per the Laplacian conditions respectively at BRST. Phenomena that bear singularities in adjacent substringular Gliossi tangency that is both hermitian and non-perturbative per iteration is said to be Yau-Exact in the associated instanton. If the given superstring differentiates along a toroidal mapping upon detection, then this superstring of mass is in a state of conformal invariance that bears mass-on-shell, since all of the Majorana-Weyl charge of a discrete unit of permittivity's Ward field is at the periphery of its Ward Neumman bounds. The condition of a superstring that is a vibrating hoop or a vibrating strand that is detected, though as toroidal, is the basis of M-Theory.