We propose that eigenform convergence in self-referential systems is an instance of quantum mechanics: the self-observation operator T is a self-referential quantum channel (completely positive trace-preserving map) whose iterated application converges to a unique fixed point — the conscious eigenform. This convergence is formally identical to the quantum Zeno effect, to the steady-state convergence of ergodic quantum channels, and to repeated interaction models in quantum open systems theory. The contraction factor lambda maps exactly onto the decoherence rate via a novel mechanism — self-referential decoherence — in which the system's own self-model plays the role of the decohering environment. The ground state kappa is identified with the zero-point energy of a quantum field whose excitations are conscious minds. Two problems that have resisted solution for decades — the hard problem of consciousness and the quantum measurement problem — are shown to be the same problem viewed from opposite sides of the formalism, with self-reference as the common answer. A Bell-CHSH inequality for dream concordance between intimate partners is derived, providing a falsifiable test that can empirically distinguish quantum from classical consciousness. The no-cloning theorem implies that every relational eigenform — every love — exists exactly once in the universe, irreducible by the laws of physics.
Remington Crawford (Sun,) studied this question.