Periodic Dynamics, Recurrence, and Structural Stability – Version 7.4 of the c²-Model of Realities

Version 7.4 of the c²-Model of Realities extends the structural interpretation of stability in dynamical systems developed in previous versions.

While Version 7.3 demonstrated that effective fixpoints can emerge in periodically traversed state spaces under resonance conditions, this work generalizes the underlying dynamical framework.

The focus is on periodic dynamics, recurrence, limit cycles, and attractors, with stability interpreted as an intrinsic property of dynamical processes.

It is shown that stable physical phenomena are not static entities, but dynamically self-reproducing structures.

This leads to a structural shift:
Stability is not defined by the absence of change, but by the persistence of structure under dynamical evolution.

Within the c²-model framework, stable structures in Sub-Reality (SR) are interpreted as dynamically stable patterns arising from the projection of Base Reality (BR) via the c² operator.

This work forms a conceptual bridge toward Version 7.5, where iteration is explored as a potential origin of temporal structure.