1) Njenhuis Tensor -- An added tensor that operates off of the given Real Reimmanian plane.
2) Neilson-Collosh-Ghosts -- Ghost anomalies of gravitational particles.
3) Fadeev-Popov-Ghosts -- Ghost anomalies of Planck phenomenon related phenomena.
4) Positive-Norm-States -- Forward holomorphically based ghost anomalic annihilating loci that begin as point particles of the first-order that are supplementally norm to a relatively small number of other first-ordered point particles.
5) Negative-Norm-States -- Reverse holomorphically based ghost anomalic forming loci that begin as point particles of the first-order that are supplementally norm to a relatively small number of other first-ordered point particles. Negative-Norm-States form the Gaussian topology of Fadeev-Popov-Ghosts and other ghost anomalies.
6) Substringular-Resolution -- To be able to resolve down to (3and1/3)*10^(-37) meters. You may do this via a procedure of antigravity.
7) Antigravity -- A synergy of antigravitational particles that makes the given gauge-symmetry partially abelian. It is thus a Yau-Exact translation of Chern-Simmons directorals. Antigravity is a reversal in the directoralization of the Ricci-Scalar via the Rarita-Structure.
8) Reverse Gravity -- Gravitational particle kinematism that reverses the flow of gravity and does not change the given light-cone-gauge nature in and of itself. Reverse gravity, in and of itself, maintains the directoralization of the Ricci-Scalar.
9) Abelian Topology -- Jointal topology that has a direct wave-tug at its holonomic end through a Lagrangian.
10) Non-Abelian Topology -- Sinusoidal or smooth-curved topology that bears no direct wave-tug at its holonomic end though a Lagrangian.
11) Yang-Mills Topology -- Light-Cone-Gauge topology that is nonabelian.
12) Kaluza-Klein Topology -- Light-Cone-Gauge topology that is abelian.
13) Abelian-Gauge Topology -- Light-Cone-Gauge topology that is supplemental.
14) Non-Abelian Topology -- Light-Cone-Gauge topology that is sinusoidal.
15) Partially-Abelian Topology -- In terms of the light-cone-gauge, a partially-abelian topology is a topology of a gauge-symmetry that is based on the light-cone-gauge being Yang-Mills at one locus and Kaluza-Kleing at another location. In terms of an anomalous alterior topology besides the prior mentioned situation, a partially-abelian topology is a topology that goes from a jointal structure with a direct wave-tug at its holonomic end through a Lagrangian to a sinusoidal or smooth-curved topology that bears no direct wave-tug at its holonomic end through a Lagrangian.
16) Chern-Simmons Differentiation -- Differentiation that is either non-hermitian and/or perturbative.
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