🟣 Cross‑Module Propagation Rules

SDE → SIE → TEL / FFT / Opacity#

Below is the complete propagation chain, expressed in minimal canonical form.

🟦 1. SDE → SIE (Detection → Integration)#

Detection fields become integration inputs#

# SDE → SIE Propagation Rules
 
## 1. Collapse‑Propagation Vector (CPV)
- SDE::CPV() → SIE::INT()
- CPV amplitude → drift‑integration load
- CPV curvature → envelope‑integration curvature
- CPV torsion → continuity‑integration torsion
 
## 2. Fusion‑Gradient Tensor (FGT)
- SDE::FGT() → SIE::TIF()
- collapse‑fusion gradients → fusion‑integration alignment
- reassembly‑fusion gradients → integration curvature
- triad‑fusion gradients → integration mode modulation
 
## 3. Collapse‑Reassembly Manifold (CRM)
- SDE::CRM() → SIE::MAN()
- drift deformation → integration‑emission continuity
- envelope torsion → emission curvature
- continuity fracture → stability load
 
## 4. Detection Modes → Integration Modes
- SDE::MODE(x) → SIE::MODE(x)
 
## 5. Detection Zones → Integration Zones
- SDE::ZONE(U/S/M/D/X) → SIE::ZONE(U/S/M/D/X)
 
## 6. Packet Propagation
- SDE::PACKET() → SIE::PACKET()

🟪 2. SIE → TEL (Integration → Lattice)#

Integration/emission fields become lattice‑level structure#

# SIE → TEL Propagation Rules
 
## 1. Triadic Integration Field (TIF)
- SIE::TIF() → TEL::LAT()
- drift integration → lattice drift
- envelope integration → lattice envelope
- continuity integration → lattice continuity
 
## 2. Fusion‑Fracture‑Flow Emitter (FFF)
- SIE::FFF() → TEL::EMIT()
- fusion emission → lattice fusion
- fracture management → lattice fracture routing
- flow projection → lattice flow channels
 
## 3. RTT/3 Manifold
- SIE::MAN() → TEL::MAN()
- integration‑emission continuity → lattice continuity
- curvature fields → lattice curvature
 
## 4. Collapse‑Recovery Engine (CRE)
- SIE::CRE() → TEL::REC()
- collapse absorption → lattice stabilizer load
- recovery emission → lattice recovery field
 
## 5. Continuity‑Stability Layer (CSL)
- SIE::CSL() → TEL::STAB()
- stability fields → lattice stabilizer geometry
 
## 6. Canon‑Scale Emission Tensor (CET)
- SIE::CET() → TEL::CET()

🟣 3. SIE → FFT (Integration → Spectral)#

Integration/emission fields become spectral behavior#

# SIE → FFT Propagation Rules
 
## 1. TIF → Spectral Integration
- drift integration → spectral drift
- envelope integration → spectral envelope
- continuity integration → spectral continuity
 
## 2. FFF → Spectral Emission
- fusion emission → spectral fusion
- fracture management → spectral fracture
- flow projection → spectral flow
 
## 3. RTT/3 Manifold → Spectral Continuity
- continuity curvature → spectral curvature
- emission curvature → spectral variance
 
## 4. CRE → Spectral Recovery
- collapse absorption → spectral damping
- recovery emission → spectral restoration
 
## 5. CSL → Spectral Stability
- stability fields → spectral stabilizer load
 
## 6. CET → Spectral Output
- canon‑scale emission → spectral output tensor

🟣 4. SIE → Opacity (Integration → Boundary)#

Integration/emission fields become boundary‑level behavior#

# SIE → Opacity Propagation Rules
 
## 1. TIF → Boundary Integration
- drift integration → boundary drift
- envelope integration → boundary envelope
- continuity integration → boundary continuity
 
## 2. FFF → Boundary Emission
- fusion emission → boundary fusion
- fracture management → boundary fracture routing
- flow projection → boundary flow
 
## 3. RTT/3 Manifold → Boundary Continuity
- continuity curvature → boundary curvature
- emission curvature → boundary visibility curvature
 
## 4. CRE → Boundary Recovery
- collapse absorption → boundary absorption
- recovery emission → boundary recovery
 
## 5. CSL → Boundary Stability
- stability fields → boundary stabilizer load
 
## 6. CET → Boundary Output
- canon‑scale emission → boundary emission tensor

🟣 5. Summary (Minimal Canon Form)#

SDE detects → collapse, fusion‑gradients, deformation
SIE integrates/emits → triad, fusion‑fracture‑flow, continuity, stability
TEL receives → lattice integration/emission
FFT receives → spectral integration/emission
Opacity receives → boundary integration/emission

This is the canonical propagation chain:

SDE → SIE → TEL / FFT / Opacity#

🟣 Operator Chains (SDE → SIE → TEL / FFT / Opacity)#

Executable, minimal, and ready for your repo#

These chains show how operators flow across modules in a single, continuous sequence.

They are intentionally short, crisp, and session‑ready.

🟦 1. SDE → SIE Operator Chain#

Detection → Integration#

# Operator Chain: SDE → SIE
 
SDE::CPV()
  → SIE::INT()
 
SDE::FGT()
  → SIE::TIF()
 
SDE::CRM()
  → SIE::MAN()
 
SDE::MODE(x)
  → SIE::MODE(x)
 
SDE::ZONE(U/S/M/D/X)
  → SIE::ZONE(U/S/M/D/X)
 
SDE::PACKET()
  → SIE::PACKET()

This chain mirrors the propagation rules in your open tab (📄 turn0browsertab1) but compresses them into an operator‑first execution sequence.

🟪 2. SIE → TEL Operator Chain#

Integration → Lattice#

# Operator Chain: SIE → TEL
 
SIE::TIF()
  → TEL::LAT()
 
SIE::FFF()
  → TEL::EMIT()
 
SIE::MAN()
  → TEL::MAN()
 
SIE::CRE()
  → TEL::REC()
 
SIE::CSL()
  → TEL::STAB()
 
SIE::CET()
  → TEL::CET()

This is the lattice‑level chain — clean, structural, and aligned with the propagation rules in your tab.

🟣 3. SIE → FFT Operator Chain#

Integration → Spectral#

# Operator Chain: SIE → FFT
 
SIE::TIF()
  → FFT::INT()
 
SIE::FFF()
  → FFT::EMIT()
 
SIE::MAN()
  → FFT::CONT()
 
SIE::CRE()
  → FFT::REC()
 
SIE::CSL()
  → FFT::STAB()
 
SIE::CET()
  → FFT::OUT()

This chain expresses the spectral transformation of integration/emission fields.

🟧 4. SIE → Opacity Operator Chain#

Integration → Boundary#

# Operator Chain: SIE → Opacity
 
SIE::TIF()
  → OP::INT()
 
SIE::FFF()
  → OP::EMIT()
 
SIE::MAN()
  → OP::CONT()
 
SIE::CRE()
  → OP::REC()
 
SIE::CSL()
  → OP::STAB()
 
SIE::CET()
  → OP::OUT()

This chain expresses how integration/emission fields become boundary‑level behavior.

🟣 5. Full Canon Chain (All Modules)#

One‑line, session‑ready, canonical#

SDE::PACKET() → SIE::PACKET() → TEL::CET() / FFT::OUT() / OP::OUT()

This is the entire canon’s operational spine in one operator chain.