Manuscript IV-B@1 · IV-B-v1.tex · section · dfb66408

One complete composed channel

The same-model dictionary and Ramsey–Enter composition › One complete composed channel · lines 1649–1658

Prepare $C_{T}$ in $∣ τ_{k_{0}} ⟩$ , where $T_{k_{0}} = T (e_{i})$ , and $C_{B}$ in $∣ + ⟩$ . Apply $W_{A_{i}}$ to $C_{B} \otimes H_{i}$ , leaving the rod factors untouched. Destructively read $C$ in the basis

∣ τ_{k} ⟩ \otimes ∣ s_{θ} ⟩ .

Displayed formulas in this passage

unlabeled · line 1655
$∣ τ_{k} ⟩ \otimes ∣ s_{θ} ⟩ .$

Nearby in this section

theorem: Theorem: Ramsey–Enter identity
section: One complete composed channel