Zenjin Guardian

Let $P$ be a principal party node, $A_1$ be an appointed primary agent, and $A_2$ be a downstream sub-agent. The authorisation relation $\mathcal{R}_{auth} \subseteq \mathcal{P} \times \mathcal{A}$ is non-transitive:

Every valid transaction warrant $W$ must contain an unbroken chain of client-signed predicates $\sigma_P(A_1, C)$ where $C$ is the specific contract envelope. Sub-delegation by $A_1$ yields $\sigma_{A_1}(A_2, C)$, which the Zenjin Guardian kernel strictly evaluates as an unauthorised state transition, halting the transaction at the network membrane.

Let $\mathcal{M}_{intent}$ be the transition system of the cognitive proposal engine, and $\mathcal{M}_{deontic}$ be the transition system generated by the Agreement DAG. A bisimulation relation $\sim \subseteq S_1 \times S_2$ exists if and only if for all $(s_1, s_2) \in \sim$:

Under Zenjin Guardian, whenever an action $\alpha$ violates a deontic prohibition ($\mathbf{F}(\alpha) \succ \mathbf{O}(\alpha)$), no valid successor state $s_2'$ exists in $\mathcal{M}_{deontic}$. The bisimulation breaks, $D_{adj} \to 1$, and the severance membrane drops the socket descriptor within wire-speed tolerances.