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CONCURRENT ALGORITHM FOR HIGH-SPEED POINT MULTIPLICATION IN ELLIPTIC CURVE CRYPTOGRAPHY

机译:椭圆曲线密码中的高速点乘法的并发算法

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This paper explores the concurrent property inherent in the point multipKcalion to speed up the operations of encryption and decryption in Elliptic Curve Cryptography (ECC) under limited hardware resources. To further decrease the computation time, we employed the non-adjacent form of a binary sequence to reduce the number of Ps in an operand so as to decrease the total number of addition in ECC encryption/decryption. With, the developed interleaving schemes, we can fully use the idle time of hardware resources by relaxing the data dependency on those arithmetic operations performed to accomplish the point multiplication. As a result, by way of increasing the hardware utilization, we can achieve the performance of radix-4 arithmetic in the existing work by only employing the radix-2 hardware realization.
机译:本文探讨了点Multipkcalion中固有的并发属性,以加速有限硬件资源下椭圆曲线加密(ECC)中加密和解密的操作。为了进一步降低计算时间,我们使用的非相邻形式的二进制序列来减少操作数中的PS的数量,以减小ECC加密/解密中的添加总数。通过开发的交织方案,我们可以通过放宽对执行点乘法的那些算术运算来充分利用硬件资源的空闲时间。因此,通过增加硬件利用率,我们可以通过仅采用基数-2硬件实现来实现现有工作中的基数-4算术的性能。

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