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A public-key cryptosystem based on decision version of subset sum problem

机译:基于子集和问题决策版本的公钥密码系统

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The decision version and the computational version of the subset sum problem are known to be NPcomplete and NPhard, respectively. The conventional knapsack schemes are based on the difficulty of the computational version of the subset sum problem. In this paper, we shall propose a new knapsack scheme which is based on not computational version but on decision version of the subset sum problem. In the proposed scheme, the public sequence would be indistinguishable from uniformly distributed sequence. We shall discuss on the security of the proposed scheme and show that the proposed scheme is secure against the conventional attacks.
机译:子集和问题的决策版本和计算版本分别为NPcomplete和NPhard。传统的背包方案基于子集和问题的计算版本的难度。在本文中,我们将提出一种新的背包方案,该方案不是基于计算版本,而是基于子集和问题的决策版本。在提出的方案中,公共序列与均匀分布的序列将无法区分。我们将讨论所提出的方案的安全性,并表明所提出的方案对于常规攻击是安全的。

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