Abstract

We synthesize the FOME hierarchical framework (Field → Object → Member → Element) with parabolic vorticity theory to establish dimension as depth — a fundamental principle like connectivity and compactness.

Empirical observables manifest as consciousness (r) operating through lemmas, lemons, and lambdas | (atoms) in homoiconic transformation(s).

The canonical operator T[canon] emerges as a parabolic vorticity integral, conserving rotational economic momentum across discrete-continuous transitions.