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Manuscript VII-E@1 · VII-E.tex · section · b713cf3c

Three measurement interfaces

Types, states, and external geometry › Three measurement interfaces · lines 420–430

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Let $S$ have computational basis ${∣ z ⟩ : z \in Z}$ , and let $B$ be its unmeasured complement. Put

M_{z} = ⟨ z ∣_{S} \otimes I_{B}, P_{z} = ∣ z ⟩ ⟨ z ∣_{S} \otimes I_{B} .

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unlabeled · line 425
$M_{z} = ⟨ z ∣_{S} \otimes I_{B}, P_{z} = ∣ z ⟩ ⟨ z ∣_{S} \otimes I_{B} .$

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