Manuscript Hawk04-C@1 · Hawk04-C-v1.tex · section · 94d46352
Complement proximity is an upper certificate
Quantitative certificates and the additional endpoint obligations › Complement proximity is an upper certificate · lines 1615–1633
Hawk04-C@1#eq:ksw
The information–disturbance theorem of Kretschmann, Schlingemann, and Werner, converted to the half-diamond normalization used here, gives
This is an external mathematical theorem, not a gravitational input KSW. It expresses the fact that a nearly input-independent complete environment permits a nearly reversible accessible channel. It must not be confused with the accessible-output lower bound (eq:featureless-lower). The same directional distinction is retained in En07-B and En07-C CheungEn07B,CheungEn07C.
Displayed formulas in this passage
Hawk04-C@1#eq:ksw · line 1619