The Dynamical Universe is a mathematical universe derived from empirical processual phenomena. It formalizes how things move, evolve, and transform over time, and validates against experimental time-series data and empirical laws governing dynamical processes.
In the five mathematical systems architecture, the Dynamical Universe occupies the process × empirical correspondence cell. Its internal character is processual (like the Semiotic Universe), and it validates against empirical evidence (unlike the mathematical-correspondence universes, which validate against mathematical theorem).
The Dynamical Universe is derived whole-cloth from empirical laws and evidence. It is not derived from the Semiotic Universe or any other mathematical-column universe. That it turns out to share structure with the derivation’s flow operator and with the Semiotic Universe’s processual character is a correspondence to be established, not a derivation path.
Core document
Related systems
- Spectral Universe — the structure × empirical correspondence counterpart; connected through residuation
- Semiotic Universe — the process × mathematical correspondence counterpart
- Five Mathematical Systems — the overall architecture