使用几何代数到verilog编译器的fpga加速颜色边缘检测

Florian Stock, A. Koch, D. Hildenbrand
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引用次数: 12

摘要

几何代数(GA)是数学的一个分支,它概括了复数和四元数。该框架的优点之一是,它允许对几何对象进行直观的描述和操作。虽然即使是复杂的操作也可以简洁地描述,但这些GA表达式的实际求值是非常密集的计算。然而,它具有显著的细粒度并行性,这使得它成为硬件实现的有利目标。本文提出了一种基于遗传算法描述的彩色边缘自动加速检测算法。使用我们的Gaalop GA编译器及其Verilog后端,我们可以显示出超过1000倍的速度,甚至与最近的GA处理器ASIC相比。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
FPGA-accelerated color edge detection using a Geometric-Algebra-to-Verilog compiler
Geometric Algebra (GA) is a branch of mathematics that generalizes complex numbers and quaternions. One of the advantages of the framework is, that it allows intuitive description and manipulation of geometric objects. While even complex operations can be described concisely, the actual evaluation of these GA expressions is extremely compute intensive. However, it has significant fine-grained parallelism, which makes it a profitable target for hardware implementation. In this paper, we present the automatic acceleration of a color edge-detection algorithm from a GA description. Using our Gaalop GA compiler with its Verilog back-end, we can show speed-ups of over 1000x even compared to a recent GA processor ASIC.
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