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Discussed few weeks ago on https://community.letsencrypt.org/t/post-quantum-crypto-roadmap/245173 https://community.letsencrypt.org/t/post-quantum-crypto-road..
by utopiah 8mo ago
Discussed few weeks ago on https://community.letsencrypt.org/t/post-quantum-crypto-roadmap/245173 https://community.letsencrypt.org/t/post-quantum-crypto-road... specifically "The path we're more interested in is Merkle Tree Certificates, currently in design at the PLANTS working group at IETF. Chrome has indicated that they anticipate this to be their preferred approach to PQC. We're following that very closely, and are likely to deploy MTCs if it looks like that design is going to be supported widely." according to Matthew McPherrin, Let's Encrypt staff
- westurner 8mo agoThere are also Merkle ladders. What is the difference between a Merkle Tree Certificate and a Merkle Ladder? Is this correct?: Without Merkle Tree Certificates, the per keypress overhead for e.g. jupyter_server would be something like 3.3 KB due to the PQ signatures.
- bwesterb 8mo agoMerkle Tree Certificates basically uses the same structure as Certificate Transparency today. Merkle Ladder uses a weird variation claimed to be useful to DNSSEC. I think it's rather just to seem novel ( https://datatracker.ietf.org/ipr/search/?submit=draft&id=draft-harvey-cfrg-mtl-mode https://datatracker.ietf.org/ipr/search/?submit=draft&id=dra... )
- westurner 8mo agoI found buzzwords for this; Quantum-Resistant Decentralized PKI / DNS: Multilinear/Hash-based VCs and Sum-Check protocol for Stateless PKI (with Sparse Merkle Tree (SMT)) PKI-over-Log with Hyper-Trees, Decentralized PKI (DPKI), XMSS^MT, M-FORS and F-SPHINCS+ (stateless), "Spartan: Efficient and General-purpose zkSNARKs without Trusted Setup" (2020) https://link.springer.com/chapter/10.1007/978-3-030-56877-1_25 https://link.springer.com/chapter/10.1007/978-3-030-56877-1_... : - Spartan implements the Sum-Check protocol with Multilinear Polynomial Commitments, which is hash-based like XMSS and SPHINCS+ (unlike Verkle trees which are built on KZG which relies on the "Discrete Logarithm Problem" (which Shor’s broke)).