私有区块链的多方功能签名方案

Quan Zhou, Yulong Zheng, Kaijun Wei, Minhui Chen, Zhikang Zeng
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引用次数: 1

摘要

在私有区块链框架中,数字签名技术对于确保交易的真实性和不可伪造性至关重要。在某些场景中,事务需要来自多方的验证,每个人都需要验证事务的不同部分。为了解决这一问题,研究人员开发了多方椭圆曲线数字签名算法(ECDSA)签名方案。然而,这些方案要么需要考虑对事务的不同部分进行身份验证,要么需要生成聚合签名。本文提出了一种将功能签名和多方ECDSA签名相结合的解决方案,为私有区块链创建多方功能签名。与以前的构造相比,所提出的方案确保交易的每个部分都得到验证。此外,当整个交易的聚合签名无法验证时,该方案识别签名认证失败的交易的特定部分,而不是拒绝整个交易。本文使用智能合约来安全部署所提出的方案,并对函数签名进行身份验证。在ECDSA签名存在不可伪造性的前提下,即使有n−1个参与方被破坏(假设总共有n个参与方),所构建的方案也提供了安全性。本文的方案在个人计算机上成功地进行了实验,3个用户的时间约为343 ms, 6个用户的时间约为552 ms, 9个用户的时间约为791 ms。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Multi-Party Functional Signatures Scheme for Private Blockchain
Digital signature technology is essential for ensuring the authenticity and unforgeability of transactions in a private blockchain framework. In some scenarios, transactions require verification from multiple parties, each of whom needs to authenticate different parts of the transaction. To address this issue, researchers have developed multi-party ECDSA (Elliptic Curve Digital Signature Algorithm) signature schemes. However, these schemes either need to consider the authentication of different parts of the transaction or generate an aggregated signature. This paper proposes a novel solution that combines functional signatures and multi-party ECDSA signatures to create a multi-party functional signature for private blockchains. Compared to previous constructions, the proposed scheme ensures that each part of the transaction is verified. Furthermore, when the aggregate signature of the entire transaction cannot be verified, this scheme identifies the specific part of the transaction for which the signature authentication fails instead of rejecting the entire transaction. This paper uses a smart contract to securely deploy the proposed scheme and authenticate the f in functional signatures. The constructed scheme also provides security under the existential unforgeability of the ECDSA signature, even if n−1 parties are corrupted, assuming a total of n parties. The scheme of this paper successfully conducted experiments on a personal computer, with three users taking approximately 343 ms, six users taking 552 ms, and nine users taking 791 ms.
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