This desk spent the spring watching a neighbouring beat - the quantum-versus-Bitcoin argument - and noticed something the coverage kept missing. The entire threat runs through one mathematical door: Shor’s algorithm against elliptic-curve signatures. And an entire family of proof systems never used that door.
The accidental endorsement
Recall the trade at the heart of our SNARK-versus-STARK explainer: STARKs charge you tens of kilobytes per proof, and in exchange rest on hash functions and information-theoretic arguments rather than elliptic-curve assumptions. In 2023 that read as an expensive purity. In 2026 - with a Google paper cutting the quantum cost of breaking elliptic curves twenty-fold, NIST deprecating current encryption by 2030, and Ethereum’s own post-quantum roadmap naming hash-based Winternitz signatures and STARK-based authentication as destinations - it reads like foresight. Hashing is not immune to quantum attack, but Grover-style speedups against it are quadratic, answerable by longer outputs; Shor against curves is exponential, answerable only by leaving. The proof family that paid the kilobyte tax owns the exit.
The caveat this desk owes you
Quantum-resistant is not assumption-free. Several fast STARK-family systems lean on conjectures about their coding-theoretic machinery that recent research has begun to erode - the very reason the base-layer teams set 2026 targets of 128-bit provable security. Surviving Shor while failing a classical soundness conjecture would be a pyrrhic sort of longevity. The honest summary: the quantum debate strengthens the case for hash-based systems without settling the security work still in front of them - and a desk that flagged the second point last quarter is not going to drop it while making the first.
- The families compared - our SNARKs-and-STARKs explainer, kilobyte trade included.
- The neighbouring beat - the Blockchain Desk’s brief on what actually changed in the quantum timeline.
- The security year - why 2026’s proving milestones are about bits, not seconds.