Does the RSM include geometry?
The quantity, duality, and dimension properties of the RSM’s RNs lead to a numerical equivalent of fractal geometry, while the components of the RNs are analogous to the points, lines, areas, and volumes of Euclidean geometry. Nevertheless, the notion that the relation of various locations, satisfying the postulates of Euclidean geometry, is something that implies that “space” exists between these locations, which can possess properties such as quantity, duality, and dimension, is simply erroneous. The only properties that space has are the properties it has in the definition of motion, as the reciprocal aspect of time. What we measure as distance between locations is a measure of a past, or contemplated, motion, not something we can call space.
