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A scalable and efficient hardware architecture for Montgomery modular division in dual field

机译:适用于双领域蒙哥马利模块化部门的可扩展且高效的硬件体系结构

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As the most complicated and critical operation in finite field, a scalable and efficient implementation for modular division is very necessary and meaningful for elliptic curve cryptography. In this paper, an improved Montgomery modular division algorithm is presented depending on Kaliski's Montgomery inversion, which can reduce the execution cycles significantly compared with the traditional modular division. Then an excellent hardware architecture for Montgomery modular division is designed based on the improved Montgomery modular division algorithm. To optimize the execution time of this Montgomery modular division further, a fully pipelining strategy is adopted in our design. This design is scalable within 576-bit in dual field. Synthesized in 0.18µm CMOS technology, our design can perform the modular division algorithm occupied 43k gates in 17.5µs over GF(p576) and 12.6µs over GF(2576).
机译:作为有限域中最复杂,最关键的操作,模块化划分的可扩展且高效的实现对于椭圆曲线密码学非常必要且有意义。本文提出了一种改进的蒙哥马利模块化除法算法,该算法依赖于卡利斯基的蒙哥马利反演,与传统的模块化除法相比,可以大大减少执行周期。然后,基于改进的蒙哥马利模块化除法算法,设计了一种优秀的蒙哥马利模块化除法硬件架构。为了进一步优化该蒙哥马利模块化部门的执行时间,我们在设计中采用了完全流水线策略。该设计可在576位双现场扩展。我们的设计采用0.18µm CMOS技术合成,可以在GF(p576)上以17.5µs和GF(2576)上以12.6µs执行占据43k门的模块化除法算法。

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