Constant coefficient convolution implemented in FPGAs

E. Jamro, K. Wiatr
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引用次数: 3

Abstract

This paper reviews different architectural solutions for calculating constant coefficient convolution operation in FPGAs. At first, different architectures of multipliers are approached, as the multiplication is the most complex operation performed in the convolutions. Nevertheless, disregarding the multiplier entity allows for further circuit optimisations. Therefore look-up-table (LUT) based convolver (LC) versus the sum of the LUT-based Multipliers are described. Further, an alternative technique - (Parallel) distributed arithmetic convolver (DAC) is approached. The key issue of this paper is, however, a novel architectural solution: irregular distributed arithmetic convolver (IDAC) which, in comparison to the DAC, has an irregular form, and therefore allows for better circuit optimisation. All architectural solutions described hereby can be automatically generated by the automated tool for generation convolvers in FPGAs (AuToCon).
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常系数卷积在fpga中的实现
本文综述了fpga中计算常系数卷积运算的不同架构解决方案。首先,由于乘法是在卷积中执行的最复杂的操作,因此我们尝试了不同的乘法器架构。然而,忽略乘数实体允许进一步的电路优化。因此,描述了基于查找表(LUT)的卷积器(LC)与基于LUT的乘法器的和。此外,一种替代技术-(并行)分布式算术卷积(DAC)的探讨。然而,本文的关键问题是一种新颖的架构解决方案:不规则分布式算术卷积器(IDAC),与DAC相比,它具有不规则的形式,因此允许更好的电路优化。本文描述的所有架构解决方案都可以通过fpga中的自动生成卷积器工具(AuToCon)自动生成。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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