利用复杂度信息控制函数程序大粒度执行的并行性

P. Maheshwari
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引用次数: 2

摘要

本文将讨论函数式程序中的并行性问题,以及如何在多处理器上通过提高函数式程序的粒度来有效地利用并行性。挑战在于将功能程序(或进程)划分为适当大小的子进程,以确保本地子进程的计算时间至少大于发送其他子进程进行远程评估所涉及的通信开销。通过在大粒度分布式多处理机LAGER上的一些实例,说明了利用时间复杂度的先验信息(大0表示法)及其子表达式的相对时间复杂度,如何提高并行程序的运行效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Controlling Parallelism for Larger Grain Execution of Functional Programs Using Complexity Information
This paper will discuss some issues of parallelism in functional programs and how to exploit it efficiently by improving the granularity of such programs on a multiprocessor. The challenge is to partition a functional program (or a process) into appropriately-sized sub-processes to make sure that the computation time of the local sub-process is at least greater than the communication overheads involved in sending other sub-processes for remote evaluation. It is shown how some parallel programs can be run more efficiently with the prior information of time complexities (in big-0 notation) and relative time complexities of its sub-expressions with the help of some practical examples on the larger-grain distributed multiprocessor machine LAGER.
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