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High-Speed Unified Elliptic Curve Cryptosystem on FPGAs Using Binary Huff Curves

机译:使用二进制霍夫曲线的FPGA上的高速统一椭圆曲线密码系统

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Conventional Elliptic Curve (EC) cryptosystems are subjected to side channel attacks because of their lack of unifiedness. On the other hand, unified cryptosystems based on Edwards curves have been found to be slow. The present paper proposes the first VLSI design of binary Huff curves, which also lead to unified scalar multiplication. Several optimized architectural features have been developed to utilize the FPGA resources better, and yet lead to a faster circuit. Experimental results have been presented on the standard NIST curves, and on state-of-the-art GF(2~(233)) to show that the design is significantly faster than other unified EC cryptosystems.
机译:常规的椭圆曲线(EC)密码系统由于缺乏统一性而受到侧信道攻击。另一方面,已经发现基于爱德华兹曲线的统一密码系统很慢。本文提出了二进制霍夫曲线的第一个VLSI设计,这也导致了统一的标量乘法。已经开发出了几种优化的架构功能,以更好地利用FPGA资源,并导致更快的电路。在标准的NIST曲线和最新的GF(2〜(233))上已经给出了实验结果,表明该设计比其他统一EC密码系统要快得多。

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