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An Improved Evaluation Framework for the Quality Assessment of Hash Functions in Data Communications based on Computational Intelligence and Nonlinear Methodology

机译:基于计算智能和非线性方法论的数据通信中散列函数质量评估的改进评价框架

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The strength of message authentication, digital signature and pseudonym generation mechanisms relies on the quality of the one-way hash functions used. In this paper, we propose extended tests based on computational intelligence and nonlinear theory to assess the hash function quality, which may be used along with well known methods and thus comprise a testing methodology. We propose four tests, the non-linearity test, the entropy assessment of the digests produced based on genetic operators, the neural-network-based modeling test, and the Lyapunov exponent test. The non-linearity behavior of the hash function is investigated by the first testing method, while the assessment of the amount of information of the hash values indicates the difficulty to find two or more messages that lead to a given digest. On the other hand, the modeling test should show the impossibility to model the one-way hash function by neural network architectures. Otherwise, it would indicate feasibility in modeling the hash functions by artificial intelligence techniques and consequently in reducing the processing effort required to break them. Finally, the Lyapunov exponent test should show the sensitive dependence on initial conditions, regarded as an additional requirement in the cases of imperfect uniform distributions, thus revealing the impossibility to model the digest sequence generation procedure from a corresponding input message sequence by any algorithmic process. The application of the methodology to the well-known MD5 and SHA confirmed the good quality of them, though not as good as supposed theoretically.
机译:消息认证,数字签名和假名生成机制的强度依赖于所用的单向散列函数的质量。在本文中,我们提出了基于计算智能和非线性理论的扩展测试,以评估散列函数质量,其可以以众所周知的方法使用,从而包括测试方法。我们提出四次测试,非线性测试,基于遗传算子,神经网络的建模试验和Lyapunov指数测试产生的消化的熵评估。通过第一种测试方法研究了散列函数的非线性行为,而散列值的信息量的评估表明难以找到导致给定摘要的两个或多个消息。另一方面,建模测试应显示神经网络架构模拟单向哈希函数的不可能性。否则,它将表明通过人工智能技术建模散列函数的可行性,从而降低打破它们所需的加工工作。最后,Lyapunov指数测试应该显示对初始条件的敏感依赖性,被认为是在不完美均匀分布的情况下的额外要求,从而揭示了通过任何算法过程从相应的输入消息序列模拟摘要序列生成过程的不可能性。方法论到众所周知的MD5和SHA和SHA的应用证实了它们的良好质量,但理论上不如理论上的那么好。

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