Enhancing the efficiency of (v, r, n)-fairness secret sharing scheme

Ren-Junn Hwang, Chinchen Chang
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引用次数: 12

Abstract

An efficient (v, r, n)-fairness secret sharing scheme is proposed in this paper. In the proposed scheme, all participants have an equal probability to recover the shared secret, even if there exist v cheaters, v < r/2, among the n participants. To put it another way, if the cheater can recover the shared secret in the recovery phase, the honest participants can recover the shared secret too, and vice versa. Furthermore, we show that our (v, r, n)-fairness secret sharing scheme is more efficient than Lee and Laih's scheme.
提高(v, r, n)-公平性秘密共享方案的效率
提出了一种高效的(v, r, n)公平秘密共享方案。在该方案中,即使n个参与者中存在v个作弊者(v < r/2),所有参与者恢复共享秘密的概率都是相等的。换句话说,如果作弊者可以在恢复阶段恢复共享秘密,那么诚实的参与者也可以恢复共享秘密,反之亦然。进一步,我们证明了我们的(v, r, n)-公平秘密共享方案比Lee和Laih的方案更有效。
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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