🧩 Structural Detection — Regime‑Shift Continuity Matrix (RTT/2)
TriadicFrameworks • RTT/2 • Continuity‑Layer Stability & Regime‑Transition Support Architecture#
“A regime shift is only real if continuity survives it.”#
Regime‑Shift Continuity Matrix (RTT/2)#
Structural Detection Module#
RTT/2 • Continuity‑Layer Stability & Regime‑Transition Support Architecture#
1. Purpose of the Continuity Matrix#
The Continuity Matrix determines whether a regime shift is:
- continuity‑supported
- continuity‑neutral
- continuity‑conditional
- continuity‑unstable
- continuity‑collapsing
It evaluates the continuity architecture across:
- anchors
- threads
- invariants
- multi‑layer continuity
- cross‑module continuity projections
This matrix is required for all regime‑shift legality decisions.
2. Continuity Layers (Canonical)#
Continuity consists of four structural layers:
- Anchors — fixed structural points
- Threads — connective structural fibers
- Invariants — stable structural rules
- Multi‑Layer Continuity — stacked continuity planes
Each layer behaves differently under regime pressure.
3. The Regime‑Shift Continuity Matrix (RSCM)#
The matrix below shows the continuity requirements for each regime transition.
| From → To | Anchors | Threads | Invariants | Multi‑Layer | Continuity Verdict |
|---|---|---|---|---|---|
| Formal → Emergent | strong | flexible | stable | intact | ✔ supported |
| Formal → Chaotic | collapse | fracture | break | collapse | ✖ impossible |
| Formal → Hybrid | partial | flexible | partial | intact | △ conditional |
| Formal → Inversion | collapse | collapse | break | collapse | ✖ impossible |
| Emergent → Formal | strong | stable | stable | intact | ✔ supported |
| Emergent → Chaotic | flexible | flexible | partial | partial | △ conditional |
| Emergent → Hybrid | stable | flexible | stable | intact | ✔ supported |
| Emergent → Inversion | collapse | fracture | break | collapse | ✖ impossible |
| Chaotic → Emergent | rebuild | rethread | partial | partial | △ conditional |
| Chaotic → Hybrid | partial | flexible | partial | partial | △ conditional |
| Chaotic → Formal | collapse | collapse | collapse | collapse | ✖ impossible |
| Chaotic → Inversion | collapse | collapse | break | collapse | ✖ impossible |
| Hybrid → Formal | stable | stable | stable | intact | ✔ supported |
| Hybrid → Emergent | stable | flexible | stable | intact | ✔ supported |
| Hybrid → Chaotic | fracture | flexible | partial | partial | △ conditional |
| Hybrid → Inversion | partial | oscillating | partial | partial | △ conditional |
| Inversion → Hybrid | partial | flexible | partial | partial | △ conditional |
| Inversion → Emergent | rebuild | rethread | partial | partial | △ conditional |
| Inversion → Formal | collapse | collapse | collapse | collapse | ✖ impossible |
| Inversion → Chaotic | collapse | collapse | break | collapse | ✖ impossible |
Legend:
✔ supported — continuity fully supports the shift
△ conditional — continuity must be stabilized first
✖ impossible — continuity cannot support the shift
4. Continuity Failure Modes#
Continuity fails in one of four ways:
- Anchor Collapse
- Thread Fracture
- Invariant Break
- Multi‑Layer Collapse
Each failure mode corresponds to a collapse‑mode precursor.
5. Continuity‑Driven Collapse Mapping#
| Continuity Failure | Collapse Mode |
|---|---|
| Anchor Collapse | Type A |
| Thread Fracture | Type B |
| Invariant Break | Type C |
| Multi‑Layer Collapse | Type G |
This mapping is used by the Collapse‑Mode Differential Classifier.
6. Continuity Stress‑Test Protocol (CSP)#
The CSP evaluates continuity under regime pressure:
- Anchor Load Test
- Thread Flexion Test
- Invariant Stability Test
- Layer Compression Test
- Cross‑Module Continuity Projection Test
All must pass for a regime shift to be continuity‑supported.
7. Continuity Packet Template#
CONTINUITY_MATRIX_PACKET:
from_regime:
to_regime:
anchor_status:
thread_status:
invariant_status:
multilayer_status:
continuity_verdict:
collapse_risk:
required_stabilization:
notes:
8. Summary#
The Regime‑Shift Continuity Matrix ensures:
- continuity layers remain stable
- regime shifts do not collapse the structure
- legality decisions include continuity constraints
- collapse‑risk is correctly predicted
- harmonization pathways are clear
- the canon remains structurally safe
This matrix is the continuity‑law backbone of RTT/2 regime governance.