与任何线性秘密共享方案相比的强安全斜坡秘密共享方案

Reo Eriguchi, N. Kunihiro
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引用次数: 4

摘要

秘密共享方案(SSS)是一种加密工具,通过将秘密划分为多个共享来保护秘密免遭丢失和泄露。匝道SSS可以通过允许泄露有关秘密的部分信息来提高股票大小方面的效率。为了防止部分信息被显式地恢复,引入了强安全性的概念。然而,对于一般的通道结构,目前提出的构建强安全匝道安全防护系统的方法很少,而且这些方法并不总是足够的。在本文中,我们证明了任何线性斜坡SSS都可以转化为具有相同访问结构并保持信息比的强安全方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Strongly Secure Ramp Secret Sharing Schemes from Any Linear Secret Sharing Schemes
A secret sharing scheme (SSS) is a cryptographic tool to protect a secret from loss and leakage by dividing it into shares. A ramp SSS can improve the efficiency in terms of the sizes of shares by allowing partial information about the secret to leak out. In order to prevent the partial information from being recovered explicitly, the notion of the strong security has been introduced. However, there have been proposed few methods to construct strongly secure ramp SSSs for general access structures and they are not always sufficient. In this paper, we show that any linear ramp SSS can be transformed into a strongly secure scheme with the same access structure preserving the information ratio.
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