Coherence Map — Morphic Resonance
TriadicFrameworks /docs/theories/morphic_resonance/coherence_map.md#
This map defines how coherence is evaluated, strengthened, degraded, and propagated in the Morphic Resonance module.
1. Coherence Dimensions#
Morphic Resonance coherence is evaluated across five structural dimensions:
1.1 Pattern Coherence#
- dimensional consistency
- invariant stability
- valid coherence radius
- non‑degenerate relational structure
1.2 Surface Coherence#
- continuity of coherence surfaces
- stability under regime transitions
- valid activation regions
- cross‑temporal extension (R2–R3 only)
1.3 Adjacency Coherence#
- overlap integrity
- adjacency continuity
- non‑causal structural alignment
- valid adjacency thresholds
1.4 Activation Coherence#
- monotonic activation behavior
- threshold‑consistent triggering
- no causal or energetic interpretation
- structural activation only
1.5 Regime Coherence#
- R1: local coherence
- R2: resonance‑geometry coherence
- R3: dimensional‑operator coherence
- transitions preserve adjacency and structure
2. Coherence Levels (C0–C4)#
C0 — Incoherent#
- patterns invalid
- surfaces discontinuous
- adjacency undefined
- activation impossible
C1 — Weak Coherence#
- patterns minimally valid
- surfaces unstable
- adjacency noisy
- activation inconsistent
C2 — Moderate Coherence#
- patterns valid
- surfaces mostly stable
- adjacency continuous
- activation reliable but sensitive
C3 — Strong Coherence#
- patterns structurally robust
- surfaces stable across regimes
- adjacency smooth and consistent
- activation monotonic and predictable
C4 — Perfect Coherence#
- idealized dimensional structure
- perfectly stable surfaces
- adjacency globally continuous
- activation fully structural
C4 is theoretical; real systems approach C3.
3. Coherence Field#
The coherence field is a structural gradient over:
- pattern integrity
- surface stability
- adjacency continuity
- activation monotonicity
- regime‑transition stability
High gradients indicate coherence instability, typically near:
- regime transitions
- dimensional discontinuities
- adjacency failures
- activation threshold boundaries
4. Collapse Modes (C1–C4)#
Morphic Resonance coherence fails through four canonical collapse modes:
C1 — Pattern Misidentification#
- invalid dimensional profile
- broken invariants
- incoherent relational structure
C2 — Dimensional Discontinuity#
- coherence surfaces break
- regime transitions fail
- structural inconsistencies
C3 — Adjacency Failure#
- surfaces no longer overlap
- adjacency drops below threshold
- recurrence impossible
C4 — Activation Incoherence#
- activation becomes non‑monotonic
- threshold behavior unstable
- structural activation breaks down
5. RTT Regime Coherence#
R1 — Pattern Substrate Regime#
- patterns = coherence structures
- surfaces local only
- no cross‑temporal adjacency
- activation strictly local
R2 — Resonance Geometry Regime#
- surfaces extend across dimensional layers
- adjacency becomes cross‑temporal
- activation becomes structural across time
R3 — High‑Dimensional Coherence Regime#
- patterns become dimensional operators
- surfaces multi‑layered
- adjacency becomes multi‑dimensional
- activation regime‑dependent
Morphic Resonance does not extend to R4 (cosmology).
6. Diagnostics#
A system is coherent when:
- patterns are dimensionally consistent
- surfaces are continuous and stable
- adjacency is smooth and above threshold
- activation is monotonic and structural
- regime transitions preserve coherence
A system is incoherent when:
- patterns break
- surfaces fragment
- adjacency collapses
- activation becomes unstable
- regime transitions fail
Summary#
Morphic Resonance coherence is:
- dimensional
- structural
- adjacency‑based
- activation‑driven
- regime‑aware
- zero drift
Coherence is strongest in R3, stable in R2, and foundational in
R1.
It is the structural backbone of cross‑temporal pattern recurrence in the
RTT stack.