¶ Point
Index Entry
Point:
"In a vector equilibrium the points are only in equilibrium when they get to be the icosahedron. . .
Points are always tetrahedra-- whether it’s a neuron, or whatever. . . A point is a minimum tetrahedron just as a tetrahedron is a minimum sphere. Without insideness there is no outsideness, and without both there is no point. Any conceptual event in Universe must have insideness and outsideness. This is a fundamentally self-organizing principle."
(EJA NOTE: The above is superseded by RBF rewriting of 1 Apr '72.)
¶ Citations
- RBF to EJA, 3200 Idaho, DC, 19 Feb 1972
