Manuscript VII-E-ST@1 · VII-E-ST.tex · section · d28d9c5d

One explicit storage ledger

Typed locality, physical containment, and transport › One explicit storage ledger · lines 2307–2344

For the two-step one-qubit model, with all route payload sites reserved in advance:

item payload source pointer source history controller (k, q) history clock residual audit pointer route code storage audit outcome reserve n + 1 one-qubit site registers 1 fresh qubit per active attempt 2 classical bits 3 bits for six valid labels 2 qubits, then consumed 1 qubit after clock consumption 5 (n + 1) classical bits 1 classical bit

Source pointers and audit pointers need not coexist with the two-qubit audit clock, so a sufficient quantum laboratory peak is $n + 3$ , before any optional event-code carriers. A sufficient classical reserve is $5 (n + 1) + 1$ , with the sender controller and history included in its route code.

If the reversible four-face code is also represented by live quantum carriers, add

N_{E} + max {N_{E} - 2, 0}

qubits while that circuit is live. Its retained history is not uncomputed. Spectator and external reference storage are charged separately.

These are stated reserves, not optimality or thermodynamic claims. Local source gates and final audits have separately allocated positive durations. The departure time is after the necessary local preparation and clock readout.

Displayed formulas in this passage

unlabeled · line 2311
$item payload source pointer source history controller (k, q) history clock residual audit pointer route code storage audit outcome reserve n + 1 one-qubit site registers 1 fresh qubit per active attempt 2 classical bits 3 bits for six valid labels 2 qubits, then consumed 1 qubit after clock consumption 5 (n + 1) classical bits 1 classical bit$
unlabeled · line 2332
$N_{E} + max {N_{E} - 2, 0}$