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A cryptosystem based on chaotic maps and factoring problems

机译:基于混沌映射的密码系统和因子问题

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A cryptosystem allows a sender to send any confidential or private message using a receiver's public key and the receiver next confirms the integrity and validity of the received message using his own secret key. Cryptosystem algorithms can be categorised based on the type of security suppositions, for example discrete logarithm, factorisation, and elliptic curve hard problems, which are all currently believed to be unsolvable in a reasonable time of period. Recently, cryptosystems based on chaotic maps have been proposed. Due to some subtle and close relationship between the properties of traditional cryptosystems and chaotic-based systems, the idea of using chaotic in cryptography has received a great deal of attention from many cryptography's researchers. Therefore, to enhance system security, we explore the implementation of a cryptosystem algorithm based on both cryptographic and chaotic system characteristics. We also provide security against known cryptographic attacks and discuss the performance analysis of the developed system.
机译:密码系统允许发件人使用Receiver的公钥发送任何机密或私人消息,接收器接下来使用自己的密钥确认收到消息的完整性和有效性。 Cryptosystem算法可以基于安全假设的类型进行分类,例如离散对数,分解和椭圆曲线硬问题,这些曲线存在于当前认为在合理的时间内无法解决。最近,已经提出了基于混沌图的密码系统。由于传统密码系统和基于混沌系统的性质之间的一些微妙和密切的关系,在许多加密的研究人员中使用了混乱的想法已经受到了大量的关注。因此,为了提高系统安全性,我们探讨了基于密码和混沌系统特征的密码系统算法的实现。我们还为已知的加密攻击提供安全性,并讨论开发系统的性能分析。

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