Verifiable Secret Sharing Scheme Using Hash Values

J. Imai, M. Mimura, Hidema Tanaka
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引用次数: 7

Abstract

In this paper, we propose a method for secret sharing scheme to identify cheaters and verify reconstructed secret, using hash values calculated following 2×(m + n-k)-regular graph. Our purpose is to solve disadvantages to known previous methods and our contribution is as followings; (i) it can be applied to any secret sharing scheme, and (ii) the size of a share is related only to the number of cheaters that we set, even if the size of secret value increases. As the result, if the number of cheater is less than or equal to the setting number, we can certainly identify a malicious action, and also we can judge whether result of reconstruction is true or false. We conclude that our proposal method is sufficiently practical.
使用哈希值的可验证秘密共享方案
本文提出了一种基于2x (m + n-k)正则图计算哈希值的秘密共享方案来识别作弊者和验证重构秘密的方法。我们的目的是解决以往已知方法的缺点,我们的贡献如下:(i)它可以应用于任何秘密共享方案,(ii)共享的大小仅与我们设置的作弊者的数量相关,即使秘密值的大小增加。因此,如果作弊者的数量小于或等于设置的数量,我们当然可以识别出恶意行为,也可以判断重建结果是真还是假。我们的结论是,我们提出的方法是足够实用的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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