实现一个最优并行算法的算术表达式解析

H. Suresh
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摘要

开发适用于并行计算机体系结构的高效算法是一个不断发展的研究领域,近年来人们开展了大量的理论工作来寻找适合并行处理环境的算法。本文报道了由Deng和Iyengar(1992)在算术表达式解析的深奥领域开发的最优并行算法的实现结果。在本研究中,在IBM兼容个人计算机上开发和测试的“C”代码是一个简单的递归下降解析器,可用于并行解析算术表达式。该算法是为了适应SIMD并行体系结构而开发的,以避免PVM系统带来的任何通信瓶颈,然而,代码的设计和结构很容易允许可移植性到并行计算机系统。
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Implementation of an optimal parallel algorithm for arithmetic expression parsing
Development of efficient algorithms for parallel computer architectures is an on-going research area and in the recent past a great volume of theoretical work has been carried out for the search of suitable algorithms in concurrent processing environment. In this paper, the results obtained in the implementation of an Optimal Parallel Algorithm developed by Deng and Iyengar (1992) in the esoteric area of arithmetic expression parsing is reported. The 'C' code developed and tested on an IBM Compatible Personal Computer in this investigative study, is a simple recursive descent parser and may be used for parallel parsing of arithmetic expressions. The algorithm was developed to suit the SIMD parallel architecture to avoid any communication bottlenecks posed by PVM system, however, design and structure of the code readily permits portability to a parallel computer system.<>
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