具有协同攻击者查询和有效密钥数的神经密码学

N. Prabakaran, E. Nallaperumal
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引用次数: 1

摘要

本文提出了一种新的神经同步方案,它是两台树奇偶校验机(TPMs)在公共通道上就一个公共密钥达成一致的通信。这可以通过两个TPMs来实现,这两个TPMs在它们的相互输出上进行训练,它们可以同步到相同突触权重向量的时间依赖状态。在建议的TPMs中,随机输入被查询所取代。查询依赖于A和B tpm的当前状态。然后,比较每个输出向量的TPM隐藏层。即比较了使用Hebbian学习规则的隐藏单元和使用Random walk学习规则的动态单元的输出向量。在比较的值中,输出层接收最佳值之一。本文还分析了合作攻击者对翻转攻击增加的同步时间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Neural cryptography with queries for co-operating attackers and effective number of keys
This work is a new proposal of neural synchronization, which is a communication of two Tree Parity Machines (TPMs) for agreement on a common secret key over a public channel. This can be achieved by two TPMs, which are trained on their mutual output, which can synchronize to a time dependent state of identical synaptic weight vectors. In the proposed TPMs random inputs are replaced with queries, which are considered. The queries depend on the current state of A and B TPMs. Then, TPM's hidden layers of each output vectors are compared. That is, the output vectors of hidden unit using Hebbian learning rule and dynamic unit using Random walk learning rule are compared. Among the compared values, the output layer receives one of the best values. In this paper, the increased synchronization time of the co-operating attacker against the flipping attack is also analyzed.
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