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Manuscript Oai265-A@2 · Oai265-A.tex · section · c0a34a45

A separate, explicitly defined qubit procedure

Finite memory certification is not entropy calibration › A separate, explicitly defined qubit procedure · lines 1659–1675

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Set

f = \frac{1 + r _{1} + r _{2} + r _{3}}{4},

t_{N} = \frac{2 lo g ( 6/ α )}{N}, δ_{f} = \frac{3}{4} (t_{N} + b_{cal}),

f_{-} = max {0, f - δ_{f}}, f_{+} = min {1, f + δ_{f}} .

Displayed formulas in this passage

unlabeled · line 1662
$f = \frac{1 + r _{1} + r _{2} + r _{3}}{4},$
unlabeled · line 1665
$t_{N} = \frac{2 lo g ( 6/ α )}{N}, δ_{f} = \frac{3}{4} (t_{N} + b_{cal}),$
unlabeled · line 1670
$f_{-} = max {0, f - δ_{f}}, f_{+} = min {1, f + δ_{f}} .$

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