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首页> 外文期刊>International Journal of Computer Science and Security >A Novel Luby-Rackoff Based Cipher in a NewFeistel-Network Based LPRKES for Smart Cards
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A Novel Luby-Rackoff Based Cipher in a NewFeistel-Network Based LPRKES for Smart Cards

机译:基于NewFeistel网络的智能卡LPRKES中基于Luby-Rackoff的新型密码

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The RKES (Remotely Keyed Encryption Schemes) are greatly useful in solving the vital problem of how to do bulk encryption and decryption for high-bandwidth applications (like multimedia and video encryption) in a way that takes advantage of both the superior power of the host and the superior security of the smart card. In this way, we propose a novel length preserving (LP) RKES by using a proposed general view of Feistel-Network (FN) in which we use only two rounds in an efficient way. The proposed LPRKES needs a strong pseudorandom permutation (PRP) as its basic building block, so we introduce a new symmetric-key block cipher, with variable block and key lengths, referred to as NLMSFC (Nonlinear Matrix Structure Based Feistel Cipher), appropriate for hardware and software implementations. NLMSFC is a 3-round Luby-Rackoff construction. In this structure, robust pseudorandom functions (PF) are used to obtain a pseudorandom permutation (PRP). NLMSFC makes use of a novel PR keyed-subfunction in a matrix like structure. Extensive statistical tests are conducted upon NLMSFC and its round function in order to demonstrate their competitive diffusion, confusion and pseudorandomness characteristics. In addition NLMSFC is provably secure. At the end of this paper, we show how we can apply NLMSFC as a strong PRP in the suggested LPKES to be used for cryptographic smart cards.
机译:RKES(远程密钥加密方案)在解决如何对高带宽应用程序(例如多媒体和视频加密)进行批量加密和解密这一至关重要的问题方面非常有用,该方法可以利用主机的强大功能以及智能卡的卓越安全性。通过这种方式,我们通过使用Feistel网络(FN)的通用视图提出了一种新颖的长度保持(LP)RKES,其中我们仅以有效方式使用了两轮。拟议的LPRKES需要强大的伪随机置换(PRP)作为其基本构建块,因此我们引入了一种具有可变块和密钥长度的新对称密钥块密码,称为NLMSFC(基于非线性矩阵结构的Feistel密码),适用于硬件和软件实现。 NLMSFC是3轮Luby-Rackoff结构。在这种结构中,鲁棒的伪随机函数(PF)用于获得伪随机排列(PRP)。 NLMSFC在矩阵状结构中使用了新颖的PR键控子功能。对NLMSFC及其舍入函数进行了广泛的统计检验,以证明其竞争性扩散,混乱和伪随机性特征。另外,NLMSFC是可证明的安全性。在本文的最后,我们展示了如何在建议用于加密智能卡的LPKES中将NLMSFC用作强大的PRP。

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