Security

Alice & Bob estimates 29,588 physical qubits could derive a Bitcoin key in about 62 minutes

Researchers at the French startup Alice & Bob calculated that a hypothetical quantum computer could need 29,588 physical qubits (forming 1,462 logical qubits) and about 61.8 minutes to derive a Bitcoin private key from its public key using Shor's algorithm on the secp256k1 curve. The design relies on the company's superconducting cat qubits and assumes a certain error correction speed and an extremely low error rate. The main configuration was worked out for RSA-2048, and the secp256k1 figures were derived from the same operations, so the Bitcoin estimate is described as an upper bound. The figure is about 17 times below the under-500,000-qubit benchmark Google researchers presented in March, though the comparison is conditional because the studies assume different hardware and technical assumptions.

Why it mattersThe authors say the runtime is far longer than Bitcoin's average ten-minute block interval, which limits attacks on transactions whose public keys appear only at spending time. Coins with already exposed public keys face a greater risk, and Glassnode's Rafael Schultze-Kraft estimated in early October that 6.26 million BTC (31.2% of supply) sit at such addresses; the researchers call for an immediate move to post-quantum cryptography.</br>

Read the full story at ForkLog →

Summarized by AI from the linked article.