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A High Speed Coprocessor for Elliptic Curve Scalar Multiplications over F_q

机译:F_q上椭圆曲线标量乘法的高速协处理器

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We present a new hardware architecture to compute scalar multiplications in the group of rational points of elliptic curves defined over a prime field. We have made an implementation on Altera FPGA family for some elliptic curves defined over randomly chosen ground fields offering classic cryptographic security level. Our implementations show that our architecture is the fastest among the public designs to compute scalar multiplication for elliptic curves defined over a general prime ground field. Our design is based upon the Residue Number System, guaranteeing carry-free arithmetic and easy parallelism. It is SPA resistant and DPA capable.
机译:我们提出了一种新的硬件体系结构,用于计算素数场上定义的椭圆曲线的有理点组中的标量乘法。我们在Altera FPGA系列上实现了一些椭圆曲线,这些椭圆曲线是在随机选择的地面区域上定义的,提供经典的密码安全级别。我们的实现表明,我们的体系结构是公共设计中最快的,可以计算在一般主要地面场上定义的椭圆曲线的标量乘法。我们的设计基于残数系统,可确保无进位算术和简单的并行性。它具有抗SPA和DPA功能。

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