具有公平性的秘密共享方案

Youliang Tian, Jianfeng Ma, Changgen Peng, Jianming Zhu
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引用次数: 3

摘要

在秘密共享的设置中,一个理想的属性是公平性,它保证如果有一个玩家在恢复阶段获得秘密,那么参与重建过程的每个玩家也会获得秘密。本文研究了一种秘密共享方案中秘密重构的公平性问题。我们采用了一种新的方法来实现秘密共享的公平性。首先从概率上定义了秘密共享的公平性。在此基础上,提出了一种公平的秘密共享方案,该方案不依赖于任何未经证明的难解性假设,并且在三种不同的攻击类型下显示了其安全性和公平性。我们的方案是Shamir的秘密共享方案和Dov Gordon等人(STOC2008)的公平方法的扩展。理论分析表明,该方案具有较高的效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Secret Sharing Scheme with Fairness
In the setting of secret sharing, one desirable property is fairness, which guarantees that if there is a player getting the secret in the recovery phase, then each player participating to the reconstruction process does too. In this paper we study the fairness problem of secret reconstruction in a secret sharing scheme. We use a new approach to achieve the fairness of secret sharing. We first define the fairness of secret sharing probabilistically. Based on this definition, a fair secret sharing scheme is proposed, its security and fairness are shown against three different attack types and do not depend upon any unproven intractability assumption. Our scheme is an extension of Shamir's secret sharing scheme and the approach of fairness of Dov Gordon et al.(STOC2008). Theoretical analysis shows that our proposed scheme is more efficient.
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