Parsimonious design strategy for linear layers with high diffusion in block ciphers

Sikhar Patranabis, Debapriya Basu Roy, Yash Shrivastava, Debdeep Mukhopadhyay, Santosh K. Ghosh
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Abstract

Linear layers are crucial building blocks in the design of lightweight block ciphers, since they perform the dual task of providing the much needed diffusion, while also ensuring minimal hardware cost for implementation. Although a number of lightweight block ciphers with parsimoniously designed linear layers have been proposed in cryptographic literature, there is limited work on generic construction techniques for such linear layers, to the best of our knowledge. The challenge in designing a suitable linear layer, that combines the requirements of both cryptographic strength and lightweightedness, lies in the huge search space accompanying such a construction technique. In this paper, we propose a hierarchical linear layer construction technique that systematically combines the principles of block interleaving and wide trail design strategy to construct large linear layers from suitably chosen smaller linear layers that guarantee the necessary diffusion properties. Additionally, the smaller linear layers are realized by iterating linear layers which are extremely lightweight, thus providing us with a strategy to guarantee diffusion while ensuring that the gate count of the design is minimized. In order to demonstrate the efficiency of our proposed technique, we compare it with the general construction technique proposed for the design of the block cipher PRIDE. To the best of our knowledge, PRIDE offers the only other general construction technique that focuses specifically on the construction of lightweight linear layers. While the construction technique of PRIDE is efficient for software implementations, our technique provides 60% and 50% greater savings in terms of area footprint on ASIC and FPGA based designs respectively, with an overall area-time product reduction by 7.5%. The main contribution of this work lies in providing the cipher design community with a generic off-the-shelf technique for designing lightweight linear layers with high diffusion for hardware-oriented applications.
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分组密码中高扩散线性层的简约设计策略
线性层是轻量级分组密码设计中的关键构建块,因为它们执行提供急需的扩散的双重任务,同时还确保实现的最小硬件成本。尽管在密码学文献中已经提出了许多具有简约设计的线性层的轻量级分组密码,但据我们所知,对这种线性层的通用构造技术的研究有限。设计一个合适的线性层的挑战,结合了加密强度和轻量级的要求,在于伴随这种构造技术的巨大搜索空间。在本文中,我们提出了一种分层线性层构建技术,该技术系统地结合了块交错原理和宽径设计策略,从适当选择的保证必要扩散特性的较小线性层构建大型线性层。此外,较小的线性层是通过迭代线性层来实现的,这些线性层非常轻,从而为我们提供了一种保证扩散的策略,同时确保设计的门数最小化。为了证明本文提出的方法的有效性,我们将其与分组密码PRIDE的一般构造方法进行了比较。据我们所知,PRIDE提供了唯一的其他通用施工技术,专门用于轻质线性层的施工。虽然PRIDE的构建技术对于软件实现是有效的,但我们的技术在基于ASIC和FPGA的设计上的面积占用方面分别节省了60%和50%,总体面积时间产品减少了7.5%。这项工作的主要贡献在于为密码设计界提供了一种通用的现成技术,用于为面向硬件的应用设计具有高扩散的轻量级线性层。
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