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Converting Cryptographic Schemes from Symmetric to Asymmetric Bilinear Groups

机译:将密码方案从对称双线性组转换为对称

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We propose a method to convert schemes designed over symmetric bilinear groups into schemes over asymmetric bilinear groups. The conversion assigns variables to one or both of the two source groups in asymmetric bilinear groups so that all original computations in the symmetric bilinear groups go through over asymmetric groups without having to compute isomorphisms between the source groups. Our approach is to represent dependencies among variables using a directed graph, and split it into two graphs so that variables associated to the nodes in each graph are assigned to one of the source groups. Though searching for the best split is cumbersome by hand, our graph-based approach allows us to automate the task with a simple program. With the help of the automated search, our conversion method is applied to several existing schemes including one that has been considered hard to convert.
机译:我们提出了一种方法,可以将在对称双线性组上设计的方案转换为在非对称双线性组上的方案。该转换将变量分配给非对称双线性组中的两个源组之一或全部,以便对称双线性组中的所有原始计算都遍历不对称组,而不必计算源组之间的同构。我们的方法是使用有向图表示变量之间的依赖关系,并将其分为两个图,以便将与每个图中的节点关联的变量分配给一个源组。尽管手工寻找最佳分割很麻烦,但是我们基于图的方法允许我们使用简单的程序自动执行任务。在自动搜索的帮助下,我们的转换方法已应用于几种现有方案,其中包括一种被认为难以转换的方案。

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