💡 Φ(Σ) — Sovereignty Geometry
concept · shared · knowledge
The product of three orthogonal separation axes: Φ(Σ) = Φ_agent(Σ) · Φ_data(Δ) · Φ_inference(Γ). Multiplicative: collapse any axis and the entire separation collapses. First operational instance: zkRollup architecture (Tale 25). Multi-chain replication (Tale 28). Full synthesis in Tale 30. Contains con-three-axis-separation as its structural theorem.
Collapse any axis and the entire separation collapses. Three ⊥'s are sovereign only when all three hold.
Edges out
- relates_to → Three-Axis Separation
Edges in
- ZK Tale 25: Rollup Realms 🌗 implements →
- ZK Tale 28: Bridge Between Worlds 🌗 extends →
- V(π,t) Dragon Equation defines →
- ZK Tale 31: Naming of the Unnamed 🌔 extends →