FINDING · EVALUATION
When the domain burn rate β = λdisc/λintro exceeds 1, time-average availability is bounded by A ≤ 1/β regardless of rotation speed µ, endpoint count n, or domain buffer kmax (Theorem 2). Rotation speed µ appears only in the address factor, which redundancy already saturates, and is entirely absent from the binding domain layer — proving that 'rotate faster' is categorically the wrong design lever under a domain-filtering censor.
From 2026-maiti-block-a-mole-sustainability-frontier — Block-A-Mole: The Sustainability Frontier of Moving-Target Censorship Resistance · §6, Theorem 2 · 2026 · arXiv preprint
Implications
- Measure and track λdisc (censor domain-block throughput) and λintro (your domain-minting rate); keep β < β* ≈ 0.65 — investing in faster endpoint rotation without hitting this target wastes resources.
- Budget domain provisioning as a first-class operating cost: λintro ≥ λdisc/β* is the binding constraint, so even against a censor blocking hundreds of domains/day the cash outlay is modest but the minting pipeline must be automated and sustained.
Tags
Extracted by claude-sonnet-4-6 — review before relying.