642.01 Functions are never independent of one another. Functions occur only as inherently cooperative and accommodatively varying subaspects of synergetically transforming wholes. Functions are covariants. The meaning of a function is that it is part of a complementary pattern. X only in respect to Y. Tension and compression are always and only interfunctioning covariables whose seeming relative importance is a consequence of local pattern inspection.
Multiplication is accomplished only by division.
Universe expands through progressively differentiating out or multiplying discrete considerations. 642.10 Tetrahedral Models of Functions 642.11 Covarying functions are tetrahedrally modelable. A series of covarying tetrahedral models is presented in Secs. Compression is dispersive both laterally and circumferentially, inherently electrostatic because differentiative, divisive, temporary, and local. Tension is omniradially conversive and is both electromagnetically and gravitationally tensive because eternally and integrally comprehensive.