A Typed Transition Kernel for Auditable Epistemic Systems

Contemporary reasoning systems frequently collapse several logically distinct operations into a single mutable state: updating confidence in a hypothesis, changing its administrative disposition, granting or revoking authority, restoring prior state, and altering the presentation of an answer. This creates a class of failures in which an operation valid in one plane silently modifies another. A formatting event may alter substantive state; a restore operation may resurrect revoked authority; a correction may bypass later protections; or repeated events may be applied inconsistently after replay. We present a typed transition kernel for auditable epistemic systems in which these effects are represented as typed conformance obligations and made mechanically testable. The kernel models execution as a deterministic transition