Causal Disconnection

Causal Disconnection is the isolation of one temporal regime from another that occurs when the time information needs to cross between them exceeds the pulse cycle duration at that recursion depth. Because Computational Impedance slows information quadratically with depth, the information delay grows as (n + 1)². While it stays below the local cycle time, Causal Cone Modification preserves causality; once Δtℹ > T_n, the layers can no longer exchange information within a cycle and become independent temporal domains. The book places this in ultra-deep recursive layers and lists it among the Chapter 7.4 testable predictions, to be tested through information transmission experiments. The condition is Δtℹ > T_n, with Δtℹ = d/𝒞→⊹,n = d(n + 1)²/𝒞→_0, where Δtℹ is the information delay, T_n the recursive pulse cycle time at depth n, d a distance, 𝒞→⊹,n the effective light speed at depth n, 𝒞→_0 the vacuum light speed and n the recursion depth index. Dimensions: Δtℹ [𝕋], T_n [𝕋], d [𝕃], 𝒞→⊹,n and 𝒞→_0 [𝕃·𝕋⁻¹], n [∅]. It connects to Causal Cone Modification, Computational Impedance, Effective Light Speed, Recursive Pulse Cycle Time and Temporal Drag.