Extra Course Terms

Hausendorf Projection -- A norm state projection of norm states that consist of one small set of first-ordered-point-particles that integrate into a concave up or a concave down "three-dimensional" half-parabollic or half-ellyptical surface area structure that is supplementally norm to another small set of first-ordered-point-particles that integrate into another concave up or a concave down "three-dimensional" half-parabollic or half-ellyptical surface area structure.These structures have Ward conditions thru three derivatives of Laplacian differentiation

Norm State -- A small set of first-ordered-point-particles that are supplementally norm to another small set of first-ordered-point-particles.

Norm-State-Projection -- A topological connection of norm-states that produce certain wave-tug or wave-pull.

Topological -- Along the surface of a substringular phenomenon's fabric.

Parabollic -- A structure that is round and has a constant radius at 0pi, pi/2, pi, and 3pi/2.

Ellyptical -- A structure that is round and has a constant radius for 0pi and pi, while having another constant radius at pi/2 and 3pi/2.

Campbell/Hausendorf Projection -- A norm-state-projection of norm-states that consist of one first-ordered-point particle that is supplementally norm to a small set of first-ordered-point-particles that integrate into a concave up or a concave down "three-dimensional" half parabollic or half ellyptical surface area structure. These structures have Ward conditions thru three derivatives of Laplacian differentiation.

Campbell Projection -- A norm-state-projection of norm-states that consist of one first-ordered-point-particle that is supplementally norm to a small set of first-ordered-point-particles that integrate into a small flat disc-like structure. These structures have Ward conditions thru three derivatives of Laplacian differentiation.

Anomalous Norm-State -- A small set of first-ordered-point-particles that integrate into a small flat disc-like structure that is supplementally norm to a small set of first-ordered-point-particles that integrate into a concave up or a concave down "three-dimensional' half parabollic or half ellyptical surface area structure. These structures have Ward conditions thru three derivatives of Laplacian differentiation.