Manuscript VII-E-ST@1 · VII-E-ST.tex · section · d28d9c5d

Continuations, deferred readout, and spectator blindness

Continuations, deferred readout, and spectator blindness · lines 571–578

An observation space is a complex linear, adjoint-closed subspace containing the identity. It need not be an algebra. Write $ρ \equiv_{O} σ$ when the two states agree against every element of $O$ .

Nearby in this section

theorem: Theorem: Compositional observation boundary
theorem: Theorem: Restricted deferred readout
section: Continuations, deferred readout, and spectator blindness