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The Existence of Multi-secret Sharing Schemes Based on Random Walks on Graphs

机译:基于随机散步的多秘密共享方案存在于图形上的存在

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A multi-secret sharing scheme is the extension of a secret sharing scheme to the case in which there are many secrets need to be shared, and each secret may with different qualified subsets of participants. We study multi-secret sharing schemes based on random walks on graphs. Since many problems of secret sharing can be seen as having structure of the graphs. Different access structures corresponding to different walks for a graph with n vertices can be defined. So considering multi-secret sharing scheme based on random walks on graphs is meaningful. We prove that there exists multi-secret sharing schemes based on random walks on graphs by studying monotone span programs computing monotone Boolean function and secret sharing schemes realizing these classes of access structure.
机译:多秘密共享方案是将秘密共享方案扩展到需要共享许多秘密的情况,并且每个秘密都可以与不同的参与者的不同合格子集。我们研究基于图形随机散步的多秘密共享方案。由于秘密共享的许多问题可以被视为具有图形的结构。可以定义对应于不同步行的不同访问结构,用于使用N顶点的图表。因此,考虑基于图形上随机散步的多秘密共享方案有意义。我们证明,通过研究单调跨度程序计算单调布尔函数和秘密共享方案来实现基于图形的随机步行的多秘密共享方案,并实现了这些访问结构的秘密共享方案。

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