🔄 RTT Micro‑Core — Regimes
The minimal state‑model for how systems change across resonance + time
🎯 Purpose#
Regimes describe the state a system is in as it changes.
They do not describe substrate, dimension, or operator — only the phase of the system’s behavior.
The Micro‑Core defines five regimes.
1️⃣ Arrival#
The system enters a new state.
Arrival marks:
- boundary formation
- initial pattern appearance
- activation of a new configuration
Arrival is the entry point for all change.
2️⃣ Expansion#
The system grows its pattern.
Expansion includes:
- pattern amplification
- increased complexity
- rising coherence
Expansion is the regime of growth and elaboration.
3️⃣ Inversion#
The system collapses and reorganizes.
Inversion follows the canonical sequence:
Collapse → Twist → Emergence
Inversion is the regime of structural transformation.
4️⃣ Coherence#
The system stabilizes into a consistent form.
Coherence includes:
- stable patterns
- predictable behavior
- integrated structure
Coherence is the regime of stability and alignment.
5️⃣ Dissolution#
The system releases structure.
Dissolution includes:
- decay
- drift
- loss of pattern
Dissolution is the regime of release and clearing.
6️⃣ Regime Loop (Micro‑Core Form)#
Regimes form a minimal cyclic sequence:
Arrival → Expansion → Inversion → Coherence → Dissolution → Arrival …
This loop is:
- substrate‑neutral
- dimension‑independent
- operator‑compatible
It is the minimal grammar of state change.
7️⃣ Regime Notes (Micro‑Core Constraints)#
State‑Only#
Regimes describe what state the system is in, not what it is made of.
Operator‑Independent#
Operators act within regimes but do not define them.
Substrate‑Neutral#
Regimes apply equally to physical, cognitive, and synthetic systems.
Dimension‑Independent#
0D–3D systems all express regimes differently but follow the same sequence.
Minimal#
No additional regimes are required to model RTT change.
8️⃣ Micro‑Core Summary#
| Regime | Core Function | What It Represents |
|---|---|---|
| Arrival | Entry | New pattern begins |
| Expansion | Growth | Pattern increases |
| Inversion | Transformation | Collapse → Twist → Emergence |
| Coherence | Stability | Pattern holds |
| Dissolution | Release | Pattern fades |
These five regimes form the irreducible state‑model for all RTT systems.