Welcome to the resource topic for 2021/302
Title:
Post-Quantum Verifiable Random Function from Symmetric Primitives in PoS Blockchain
Authors: Maxime Buser, Rafael Dowsley, Muhammed F. Esgin, Shabnam Kasra Kermanshahi, Veronika Kuchta, Joseph K. Liu, Raphael Phan, Zhenfei Zhang
Abstract:Verifiable Random Functions (VRFs) play a key role in Proof-of-Stake blockchains such as Algorand to achieve highly scalable consensus, but currently deployed VRFs lack post-quantum security, which is crucial for future-readiness of blockchain systems. This work presents the first quantum-safe VRF scheme based on symmetric primitives. Our main proposal is a practical many-time quantum-safe VRF construction, X-VRF, based on the XMSS signature scheme. An innovation of our work is to use the state of the blockchain to counter the undesired stateful nature of XMSS by constructing a blockchain-empowered VRF. While increasing the usability of XMSS, our technique also enforces honest behavior when creating an X-VRF output so as to satisfy the fundamental uniqueness property of VRFs. We show how X-VRF can be used in the Algorand setting to extend it to a quantum-safe blockchain and provide four instances of X-VRF with different key life-time. Our extensive performance evaluation, analysis and implementation indicate the effectiveness of our proposed constructions in practice. Particularly, we demonstrate that X-VRF is the most efficient quantum-safe VRF with a maximum proof size of 3 KB and a possible TPS of 449 for a network of thousand nodes.
ePrint: https://eprint.iacr.org/2021/302
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