并行图像处理算法

K.L. Chan, W. Tsui, H. Chan, H. Y. Wong, H. C. Lai
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引用次数: 0

摘要

多处理器机器提供了更高的计算能力和内存容量,可用于完成涉及大量数据的任务,例如成像。使用多处理器机器,可以在合理的时间限制内完成对图像数据的许多复杂操作。为了有效地利用多处理器机器,传统的图像处理算法必须并行化。并行算法的设计考虑了许多因素,如处理器间通信、负载平衡、任务划分、任务放置、可扩展性、网络拓扑等。本文对一些图像处理算法在松耦合多处理机上的性能进行了评价。该机器由一台PC主机和一个由多个转发器组成的多处理器网络组成。该计算机网络的配置由软件控制,因此可以在特定的网络拓扑结构上测试特定算法的不同并行性。选择了三种图像处理算法进行并行化处理。它们是索贝尔边缘运算,快速傅里叶变换和霍夫变换。并行性可以通过各种方法实现,例如任务分区或数据分区。对于特定的网络配置,基于并行处理时间、开销时间、通信计算比、效率等,评估了每种算法的不同并行化方法的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Parallelising image processing algorithms
Multiprocessor machines provide increased computational power and memory capacity that can be used to achieve tasks involving large amounts of data, such as imaging. With multiprocessor machines, many sophisticated operations on image data can be accomplished within reasonable time constraints. In order to efficiently utilize multiprocessor machines, conventional image processing algorithms have to be parallelised. The design of parallel algorithms takes into account many considerations, e.g. interprocessor communication, load balancing, task division, task placement, scalability, network topology, etc. In this paper, the performance of some image processing algorithms running on a loosely-coupled multiprocessor machine is evaluated. The machine consists of a PC host computer and a multiprocessor network consisting of a number of transputers. The configuration of this transputer network is under software control and so different parallelisations of a particular algorithm can be tested on a particular network topology. Three image processing algorithms were selected for parallelisation. They are the Sobel edge operation, the fast Fourier transform and the Hough transform. Parallelism is achieved in various approaches, such as partitioning of tasks or partitioning of data. For a particular network configuration, the performance of different parallelisation approaches for each algorithm was assessed, based on the parallel processing time, overhead time, communication-to-computation ratio, efficiency, etc.<>
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