为云服务提供商开发智能作业分配模型

Sourav Banerjee, Mainak Adhikari, U. Biswas
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引用次数: 9

摘要

云计算被称为动态服务的提供者。它利用Internet上一个非常大的、可伸缩的虚拟化资源。如今,许多行业都加入了这一潮流。如何保持云服务提供商(CSP)的良好服务质量(QoS)是云服务提供商(CSP)的主要研究问题之一。QoS包含不同的参数,如智能作业分配策略、高效负载平衡、响应时间优化、减少带宽浪费、整个系统的问责制等。在数据中心(DC)中,独立计算任务在不同虚拟机(VM)之间的有效分配策略是云计算领域的一个重要挑战,在这种环境下,寻找一个由良好的调度启发式指导的最优任务分配策略是一个np完全问题。因此,不同的启发式方法可能会得到更好的结果。与其他NP完全问题的相关研究表明,采用启发式方法指导的解决方案通常可以通过在数据中心(DC)内的虚拟机(VM)中分配独立作业来改进,当与快速构造启发式方法相结合时,可以找到比其他文献中发现的其他解决方法更短的基准问题的时间表,并且时间显著缩短。提出了一种基于轮询调度策略的CSP智能作业分配策略。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Development of a smart job allocation model for a Cloud Service Provider
Cloud Computing is known as a provider of dynamic services. It utilizes a very large, scalable and virtualized resource over the Internet. So many industries have joined this bandwagon nowadays. One of the major research issues is to maintain good Quality of Service (QoS) of a Cloud Service Provider (CSP). The QoS encompasses different parameters, like, smart job allocation strategy, efficient load balancing, response time optimization, reduction in wastage of bandwidth, accountability of the overall system, etc. The efficient allocation strategy of the independent computational jobs among different Virtual Machines (VM) in a Datacenter (DC) is a distinguishable challenge in the Cloud Computing domain and finding out an optimal job allocation strategy guided by a good scheduling heuristic for such an environment is an NP-complete problem. So different heuristic approaches may be used for better result. The related works with other NP- complete problems have shown that solutions guided by heuristic approaches can often be improved by applying local scheduling procedure for allocating independent jobs in the virtual machines (VM) inside a Datacenter (DC), which, when combined with fast construction heuristics, can find out the shorter schedules on benchmark problems than the other solution methodologies found in different literatures, and in significant less time. This paper highlights a smart job allocation strategy for a CSP by applying Round-Robin (RR) scheduling policy.
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