In this paper we studied a public key cryptosystems based on elliptic curve cryptosystems, we presented a fast parallel architecture for the implementation of the elliptic curve scalar multiplication using programmable cellular automata. Our architecture is aimed to operate in a polynomial basis. It is fully parameterizable in Galois Field bases. Elliptic curve point multiplication design defined in projective coordinates is developed and optimized. New designs of elliptic curve arithmetic’s, point addition and doubling operations, are proposed. Output results, has been synthesized using a reconfigurable hardware platform Xilinx Virtex II pro: XC2VP100-6fft1714 FPGA.
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机译:在本文中,我们研究了一种基于椭圆曲线密码系统的公钥密码系统,我们介绍了使用可编程蜂窝自动机实现椭圆曲线标量乘法的快速并行架构。我们的建筑旨在以多项式为基础运营。它在Galois Field Bases中是完全参数化的。开发和优化投影坐标中定义的椭圆曲线点乘法设计。提出了椭圆曲线算术,点添加和加倍操作的新设计。输出结果已使用可重新配置的硬件平台Xilinx Virtex II Pro:XC2VP100-6FFT1714 FPGA合成。
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