RESOURCE

Anthropic et Harvard rapportent des circuits quantiques conçus par l'IA qui réduisent le coût de l'arithmétique sur courbes elliptiques

Des chercheurs d'Anthropic et de Harvard ont utilisé un modèle d'IA en boucle fermée avec un évaluateur de circuits pour reconcevoir huit blocs de construction de l'informatique quantique, dont l'addition de points sur courbes elliptiques, l'étape centrale des attaques quantiques contre la cryptographie à clé publique qui protège TLS et les VPN aujourd'hui. Les résultats sont des conceptions de circuits et des estimations de ressources, pas une démonstration sur matériel, présentés dans une prépublication et un billet de blogue de l'entreprise.

Fabric Networks

PUBLISHED

October 15, 2026

SOURCE

Anthropic

OUR TAKE BY

Fabric Networks Inc., Calgary. Reviewed against the primary source linked below.

Want to go deeper?

Start with a conversation about your cryptographic posture.

A team from Anthropic and Harvard published a preprint on October 16, 2026 describing how an AI model, given coding tools and a program that checked each proposed circuit for correctness and scored it on qubits and gates, redesigned eight quantum computing primitives. Seven came out smaller on both qubits and gates than the best published designs. One of the eight was point addition on an elliptic curve, the operation that quantum algorithms for the elliptic curve discrete logarithm problem repeat many times over. For that task the team reports a new family of designs, one of which uses about 12 percent more qubits but 17 times fewer gates than the smallest earlier design.

These are paper results. Nothing was run on a quantum computer, and the authors frame the work as resource estimates that widen the menu of trade-offs between qubit count and run time. It is still a meaningful data point: most of the reduction in what a cryptographically relevant quantum computer would need has come from better circuits rather than better hardware, and this is another step down that curve.

Our take

The assumed timeline for breaking today's elliptic curve keys is a moving estimate, and the moves keep going one way. Nothing here changes the Canadian deadlines, it only makes them look conservative. Long lived equipment carries long lived secrets. Know which of yours still depends on elliptic curve or RSA before someone else works that out. Check your exposure in two minutes.