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A Simple (v, t, n)-Fairness Secret Sharing Scheme with One Shadow for Each Participant

机译:一种简单的(v,t,n) - 每位参与者的一个阴影的简单(v,t,n) - 秘密共享方案

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摘要

Secret sharing scheme is an important method to share secrets among all participants. Though there are many secret sharing schemes proposed, however, most of the schemes are unfair. For a fair secret sharing scheme, even if there are participants are dishonest, the probability to recover the shared secret is still equal for all participants without releasing their shadows simultaneously. In this article, we propose a simple (v, t, n)-fairness secret sharing scheme. The (v, t, n)-fairness secret sharing scheme is a (t, n) secret sharing scheme with the feature that if there are v, v < t/2, share holders being dishonest, all other share holders still have equal probability to obtain the secret without releasing their shadows simultaneously. The merit of the proposed scheme is that each participant holds only one shadow such that it is convenient and practical for all users, and the computational complexity is quite low for cheater detection or identification.
机译:秘密共享方案是所有参与者分享秘密的重要方法。虽然有许多秘密共享计划,但是,大多数方案都是不公平的。对于公平的秘密分享计划,即使有参与者是不诚实的,恢复共享秘密的概率也仍然相当于所有参与者,而不会同时释放阴影。在本文中,我们提出了一种简单的(v,t,n) - 秘密共享方案。 (v,t,n)-fairmence秘密共享方案是一个(t,n)秘密共享方案,其中包含v,v

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