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Hybridization of gravitational search algorithm and biogeography based optimization and its application on grid scheduling problem

机译:重力搜索算法与生物地理学混合优化算法及其在网格调度中的应用

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The Gravitational Search Algorithm (GSA) is a nature inspired optimization algorithm which is based on Newton's law of gravity and law of motion. Biogeography Based Optimization (BBO) is also another nature inspired optimization algorithm based on the concept of biogeography (migration and mutation among population). Both of these optimization technique are population based and individually have been applied to a large number of areas. In this paper, we are providing a hybrid GSABBO algorithm that will use the best properties of both the algorithm to enhance the exploration and exploitation properties and reach at the global optimal solution. Grid Computing refers to the sharing of resources across multiple domains to achieve a common goal. Sharing of the resources within an organization helps to enhance its overall performance computationally and economically. The advantages derived from Grid Computing are largely dependent on the scheduling algorithm we use to schedule various jobs across various resources available. This paper introduces a new approach based on the hybridization of BBO and GSA to generate optimal schedules to complete all the given tasks with minimum make span period.
机译:引力搜索算法(GSA)是一种自然启发的优化算法,它基于牛顿的重力定律和运动定律。基于生物地理的优化(BBO)也是另一种基于自然地理概念(种群之间的迁移和突变)的自然优化算法。这两种优化技术都是基于人口的,并且已分别应用于大量区域。在本文中,我们提供了一种混合GSABBO算法,该算法将利用两种算法的最佳属性来增强勘探和开发属性并达到全局最优解。网格计算是指跨多个域共享资源以实现一个共同的目标。组织内资源的共享有助于从计算和经济上提高其整体绩效。网格计算的优势很大程度上取决于我们用来在各种可用资源之间调度各种作业的调度算法。本文介绍了一种基于BBO和GSA混合的新方法,以生成最佳调度以最小的跨接周期完成所有给定的任务。

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