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Hugh Everett III proposed treating an observer and a measured quantum system within one unitary quantum dynamics. For an ideal quantum measurement, $\alpha |0⟩|R⟩+\beta |1⟩|R⟩$ evolves into $\alpha |0⟩|A_0⟩+\beta |1⟩|A_1⟩$: the apparatus records become correlated with the alternatives. A relative state describes the measured quantum system conditional on a particular record, while the joint quantum state remains entangled. His 1957 formulation sought to account for records within this common dynamics, without adding a separate dynamical wave function collapse postulate.^[ref]

A physicist who proposed a unitary relative-state account of quantum measurement, developed in the many-worlds interpretation.