Manuscript X-A-ST@1 · X-A-ST.tex · section · d9ccbde1

Fixed-table approximation

A finite Enter interface for supplied evaluations › Fixed-table approximation · lines 2003–2015

For an explicitly supplied finite table $v_{k i} \in [- 1, 1]$ , let $X_{k i}$ be the input blocks after clock readout and catalogue-basis pinching. Define

I_{v} (X) = k, i, y = \pm 1 \sum ∣ k, i, y ⟩ ⟨ k, i, y ∣_{R} \otimes \frac{1 + y v _{k i}}{2} X_{k i} .

Displayed formulas in this passage

unlabeled · line 2009
$I_{v} (X) = k, i, y = \pm 1 \sum ∣ k, i, y ⟩ ⟨ k, i, y ∣_{R} \otimes \frac{1 + y v _{k i}}{2} X_{k i} .$

Nearby in this section

proposition: Proposition: Fixed-interface error bound
section: Fixed-table approximation