GF(2m)上基于TMVP方法的数字串行GNB乘法器

Chun-Sheng Yang, Jeng-Shyang Pan, Chiou-Yng Lee
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引用次数: 2

摘要

在ECC的四种算术运算中,乘法运算是最重要的算术运算。利用高斯正态基在有限域上高效的硬件实现算术运算,特别是乘法运算,是很有吸引力的。本文提出了GF(2m)中的一种数字序列高斯正态基乘法器。所提出的乘法器是基于次二次Toeplitz矩阵-向量乘积方法。利用张量积设计了TMVP的四向分割方法。所提出的乘法器的主要优点是可以设计和实现在一个小的尺寸。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Digit-Serial GNB Multiplier Based on TMVP Approach over GF(2m)
In the four arithmetic operations of ECC, multiplication is the most important arithmetic operation. Efficient hardware implementation of arithmetic operations, specially multiplication operation, over the finite field using Gaussian normal basis is attractive. In this paper, we proposed a digit-serial Gaussian normal basis multiplier in GF(2m). The proposed multiplier is based on the subquradtic Toeplitz matrix-vector product approach. We use Tensor product to design 4-way splitting method of TMVP. The main advantage of the proposed multiplier is can be designed and implementation in a small size.
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