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Conjunctive Hierarchical Secret Sharing Scheme Based on MDS Codes

机译:基于MDS代码的联合层次秘密共享方案

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An ideal conjunctive hierarchical secret sharing scheme, constructed based on the Maximum Distance Separable (MDS) codes, is proposed in this paper. The scheme, what we call, is computationally perfect. By computationally perfect, we mean, an authorized set can always reconstruct the secret in polynomial time whereas for an unauthorized set this is computationally hard. Also, in our scheme, the size of the ground field is independent of the parameters of the access structure. Further, it is efficient and requires O(n~3), where n is the number of participants.
机译:提出了一种基于最大距离可分离(MDS)码构造的理想的联合分层秘密共享方案。我们称该方案在计算上是完美的。通过计算上的完美,我们的意思是,一个授权集总是可以在多项式时间内重建秘密,而对于一个未经授权的集,这在计算上就很困难。同样,在我们的方案中,地面场的大小与访问结构的参数无关。此外,它是有效的,并且需要O(n〜3),其中n是参与者的数量。

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