¶ Convergence & Divergence
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Index Entry
Convergence & Divergence:
“We do not arrive at dimensionality by virtue of perpendicular or parallel assembly. Dimensionality in synergetics provides for assembly only by convergence and divergence. This accounts for the spontaneous and continued frustration of conventional mathematical accounting when confronted with the problem of assembling a nonpolarized omnisymmetrical object by joining two identical halves of the multifrequenced, closest-sphere-packed tetrahedra, each of which has five similar facets; two of which are equiangled triangles; two of which are trapezois; and the fifth being a non-equi-edged parallelogram. Matching any of these faces produces asymmetrical polarized objects. One of the non-equi-edged parallelograms must be precessionally rotated to cross the other at 90 degrees when it will be seen that the converging-diverging patterns of the two halves are symmetrically realized.”
