RippleSign:基于等同性的组合方法阈值环签名

Li Li, Maozhi Xu
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引用次数: 0

摘要

阈值环签名方案广泛应用于区块链和加密货币中。基于等基因的签名方案受益于短公钥和签名大小。本文利用环签名中的陷门承诺,提出了一种基于超奇异椭圆曲线间等同性的去中心化后量子阈值环签名方案——RippleSign。我们的方案具有完美的匿名性,并且在选择消息攻击下不可伪造。在实用性方面,我们的阈值方案在128位安全级别下具有187kb的签名大小和100个参与者。此外,我们的方案大约需要2秒来产生(2,3)阈值环签名。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
RippleSign: Isogeny-Based Threshold Ring Signatures with Combinatorial Methods
Threshold ring signature schemes are widely used in blockchains and cryptocurrencies. Isogeny-based signature schemes benefit from short public key and signature sizes. In this paper, by using trapdoor commitments in ring signatures, we propose a decentralized post-quantum threshold ring signature scheme, RippleSign, based on isogenies between supersingular elliptic curves. Our scheme enjoys perfect anonymity and is un-forgeable under a chosen-message attack. In terms of practicality, our threshold scheme has signature size of 187 KB with 100 participants at the 128-bit security level. In addition, our scheme takes about 2 seconds to produce (2,3)-threshold ring signature.
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