Provisional Reachability: Containing Agents by Making Every Crossing Revocable
[Kryptografia i bezpieczeństwo] Autorzy: Yoshiaki Takashita
A companion paper found that what a defender must block over time has units: bits per period [Takashita, 2026a]. This paper sets it. Hold every crossing in escrow for one period, audit each held item independently with probability r, and revoke the window if any audit catches something. An adversary crossing k times, each carrying c bits, expects kc(1-r)^k, maximised at k* = 1/ln(1/(1-r)), a bound of L(r) ~ c/(er) per window. The bound is a supremum over the adversary's choice, so the scheme may be public; simulation matches it to 7.7 standard errors. It is a rate, not a total: escrow alone still lets the secret assemble in every run. But if the secret decays at a fraction mu of held bits per period, holdings converge to g/mu at any horizon, so an L-bit secret is unreachable once mu > g/L -- an error threshold in Eigen's sense, sharp where the closed form puts it (100% of runs assemble …
- Kategoria arxiv
- cs.CR
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- Kryptografia i bezpieczeństwo