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WOTS-S: A Quantum Secure Compact Signature Scheme for Distributed Ledger

机译:WOTS-S:分布式分区的量子安全紧凑型签名方案

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摘要

The digital signature scheme, which underpins most of the existing distributed ledgers, is generally based on non-quantum-resilient algorithms (e.g. elliptic curve digital signature algorithm). This highlights the need for quantum-secure signature schemes in future distributed ledgers (and other products). Therefore, in this paper, we propose a novel quantum-secure digital signature scheme designed specifically for cryptocurrencies. Our proposed scheme is a hash-based signature scheme, which is a variant of Winternitz-one time signature scheme. A comparison of the proposed scheme and two other competing quantum-secure cryptocurrencies (IoTA and QRL) reveals that our scheme respectively achieves 59% and 24% reductions in signature lengths without compromising the level of security. A salient feature of the proposed approach is that, unlike the previously proposed variants of Winternitz scheme, we avoid the need for any expensive computation. In addition, we formally model the classical cryptocurrency and the proposed quantum-secure cryptocurrency using high-level Petri-nets, which allows the implementer to understand their workings in the presence of a quantum attacker. Furthermore, we also provide formal security proof in the random oracle model. (C) 2020 Elsevier Inc. All rights reserved.
机译:基于现有分布式LEDERER的数字签名方案通常基于非量子弹性算法(例如椭圆曲线数字签名算法)。这突出了未来分布式LEDGERS(和其他产品)中量子安全签名方案的需求。因此,在本文中,我们提出了一种专门用于密码货币的新型量子安全数字签名方案。我们所提出的计划是一种基于哈希的签名方案,是Winternitz-一种时间签名方案的变体。拟议方案和另外两种竞争量子安全加密货(IOTA和QRL)的比较揭示了我们的方案分别在不影响安全水平的情况下达到签名长度的59%和24%。该方法的显着特征是,与先前提出的Winternitz方案的变体不同,我们避免需要任何昂贵的计算。此外,我们正式模拟了使用高级Petri-网的古典加密货币和所提出的量子安全密码性,这使得实施者在存在量子攻击者的存在下了解他们的工作。此外,我们还提供随机Oracle模型中的正式安全证明。 (c)2020 Elsevier Inc.保留所有权利。

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