基于现代FPGA的高基数蒙哥马利模乘法器

Pingjian Wang, Zongbin Liu, Lei Wang, Neng Gao
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引用次数: 5

摘要

Montgomery算法是实现模块化乘法最常用的机制。本文提出了一种在现代FPGA上执行高基数Montgomery算法的新压缩架构,该架构具有丰富的专用核乘法器资源,适合用于公钥协处理器。在现代FPGA应用设计中,在FPGA中使用专用的硬核是推荐的设计思路。在这项工作中,通过遵循这一新的设计理念,新的乘法器架构可以达到高吞吐量。与相同的架构工作相比,改进的架构节省了FPGA中近一半的专用乘法器。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
High Radix Montgomery Modular Multiplier on Modern FPGA
Montgomery algorithm is the most common mechanism for implementing modular multiplication. This work proposes a new systolic architecture to perform high radix Montgomery algorithm on modern FPGA, which is rich in dedicated hardcore multiplier resources, and the new architecture is suitable to be used in public key coprocessors. In the modern FPGA application design, using dedicated hardcore in FPGA is the recommended designing ideas. In this work, by following this new design concept, the new multiplier architecture can reach to a high throughput. Compared with the same architecture work, the improved architecture saves nearly half of the dedicated multiplier in FPGA.
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