定义和测量可伸缩性

Edward A. Luke
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引用次数: 29

摘要

并行系统中的可伸缩性概念很简单:给定一个示例问题的合理性能,在计算资源相应增加的情况下,可以用合理的性能解决工作量增加的问题。这个定义没有提供任何科学分类系统所要求的分析精度,因为这个定义的术语几乎完全是主观的。已经进行了一些度量可伸缩性的尝试,但是许多流行的度量并没有消除主观术语。例如:高级的固定时间测量没有指定固定时间约束,而按比例加速的测量没有指定初始工作负载。这些度量的问题在于,它们依赖于对“合理性能”的主观定义,因此是不可靠的。当将可伸缩性定义为在工作负载增长时保持成本效益的能力时,可以找到可伸缩性的另一种定义。当考虑这种方法时,主观的“合理性能”被最优成本效益的客观术语所取代。显然,这种方法的成功在很大程度上取决于确定与可伸缩性相关的成本效益函数。本文将介绍一个成本效益函数,并认为所提出的成本效益函数与开发可扩展系统的目标高度相关。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Defining and measuring scalability
The concept of scalability in parallel systems is a simple one: given a reasonable performance on a sample problem, a problem of increased workload can be solved with reasonable performance given a commensurate increase in computational resources. This definition does not afford the analytical precision that is required of any scientific classification system, since the terms of this definition are almost entirely subjective. Some attempts have been made to measure scalability, but many of the popular measurements do not eliminate subjective terms. For example: the fixed-time measurements that have been advanced do not specify a fixed-time constraint, and the scaled-speedup measurements do not specify initial workload. The problem with these measurements is that they depend on a subjective definition of "reasonable performance" and as a result are unreliable. An alternate definition of scalability can be found when scalability is defined as the ability to maintain cost effectiveness as workload grows. When this approach is considered, the subjective "reasonable performance" becomes replaced by an objective term of optimal cost effectiveness. Obviously the success of this approach depends highly on determining a cost effectiveness function that is relevant to scalability. This paper will introduce a cost effectiveness function and argue that the proposed cost effectiveness function is highly relevant to the goals of developing scalable systems.<>
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