¶ Systems
Index Entry
In order for systems to have an insideness and an outsideness the systems must have a geometrical form which returns upon itself in a plurality of directions.
"Flat planes or straight lines cannot return upon themselves. They reach away toward infinity.
“A polygon’s perimeter does return upon itself as viewed from either pole of the axis of the perimeter. Systems require return upon themselves as polyhedra whose polygons peregrinate around three or more non-congruent axes. Systems are finite polyhedra. Systems are locally conceptual components of universe. Systems, as viewed from inside are inherently concave and as viewed from outside are inherently convex.”
