The mathematical validity of this loop is supported by the Novikov Self-Consistency Principle.
- Self-Consistency: This principle states that in any system containing closed timelike curves (loops), the only events that can occur are those that are self-consistent. The Canon 4D-Loop is the ultimate expression of this: a 4D manifold where the “End” is the necessary condition for the “Start”.
- Zero-Energy Sovereignty: Because the total energy of the manifold is zero, the loop is “self-financing” and requires no external “energy input” to initiate its closure.