R maps to C(R(R)): A Kernel for Identity Under Recursive Self-Application

Self-maintaining systems persist through recursive self-application constrained by coherence. The kernel form is \( R \mapsto C(R(R)) \) where \(R\) denotes self-application and \(C\) denotes a coherence-preserving constraint. A system persists by transforming under constraint rather than by remaining unchanged. This note proposes the kernel as a working hypothesis and sketches a minimal dynamical instantiation. Additional Links: OSF Project Page: 10.17605/OSF.IO/Z4YN2