1072.00 Definability of Structural Systems

1072.10 Proposition to Be Proven: that structural systems are always special case operational realizations in which there is a constant relative abundance of all the topological and system characteristics, the only variable being a quantity multiplier consisting of one of the first four prime numbers—1, 2, 3, and 5—or an intermultiplied plurality of the same first four prime numbers.

1072.11

Given: definition of prime: Sec. 1071.10

Given: definition of system: Sec. 400.01

Given: definition of structure: Sec. 600.02

Given: definition of structural systems: Sec. 610.20

Given: definition of prime tetra, octa, and icosa: Sec. 1011.30

Given: definition of subfrequency: Sec. 1011.32

Given: definition of nucleus: Secs. 414 and 1012.01

Given: definition of thinkable generalization: Sec. 501

Given: definition of special case realizations: Sec. 504 Given: definition of cosmic inherency: Sec. 1073 Given: definition of two kinds of twoness: Sec. 223.05