Manuscript XIX-E@1 · XIX-E.tex · section · 702f146e

What scheduled support proves

Operational support does not determine spacetime or evolution › What scheduled support proves · lines 719–741

Let $X$ be a finite site set,

H_{X} = x \in X ⨂ H_{x}, A (Y) = B (H_{Y}) \otimes I_{X ∖ Y} .

At tick $k$ , let

Φ_{k} = B \in B_{k} ⨂ Φ_{k, B},

where $B_{k}$ is a partition and each block map is a channel. Define backward ancestor sets by

N_{t, t} (Y) = Y,

N_{s, t} (Y) = ⋃ {B \in B_{s + 1} : B \cap N_{s + 1, t} (Y) \neq = \emptyset} .

Displayed formulas in this passage

unlabeled · line 722
$H_{X} = x \in X ⨂ H_{x}, A (Y) = B (H_{Y}) \otimes I_{X ∖ Y} .$
unlabeled · line 728
$Φ_{k} = B \in B_{k} ⨂ Φ_{k, B},$
unlabeled · line 733
$N_{t, t} (Y) = Y,$
unlabeled · line 736
$N_{s, t} (Y) = ⋃ {B \in B_{s + 1} : B \cap N_{s + 1, t} (Y) \neq = \emptyset} .$