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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Centralized Resource Allocation and Target Setting Based on Data Envelopment Analysis Model
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Centralized Resource Allocation and Target Setting Based on Data Envelopment Analysis Model

机译:基于数据包络分析模型的集中资源分配与目标设定

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This paper aims to develop a data envelopment analysis (DEA) based model for allocating input resources and deciding output targets in organizations with a centralized decision-making environment, for example, banks, police stations, and supermarket chains. The central decision-maker has an interest in maximizing the total output production and at the same time minimizing the total input consumption. Traditionally, all decision-making units (DMUs) can be easily projected to the efficient frontier, which is a mathematical feasibility; however, it does not guarantee the managerial feasibility during the planning period. In this paper, we will take potential limitations of input-output changes into account by building a difficulty coefficient matrix of modifying their production in the current production possibility set so that the solution guarantees managerial feasibilities. Three objectives, namely, maximizing aggregated outputs, minimizing the consumption of input resources, and minimizing the total difficulty coefficient, are proposed and incorporated into the formation of resource allocation and target setting scheme. Building on this, we combine DEA and multiobjective programming to solve the resource allocation and target setting problem. In the end, we apply our proposed approach to a real-world problem of sixteen chain hotels to illustrate the efficacy and usefulness of the proposed approach.
机译:本文旨在开发一种基于数据包络分析(DEA)的模型,用于在具有集中决策环境的组织(例如银行,警察局和超市链)中分配输入资源并确定输出目标。中央决策者有兴趣使总产量最大化,同时使总消耗量最小。传统上,所有决策单元(DMU)都可以轻松地投影到有效边界,这在数学上是可行的;但是,它不能保证计划期间的管理可行性。在本文中,我们将通过在当前生产可能性集中建立修改其产量的难度系数矩阵来考虑投入产出变化的潜在限制,从而使解决方案保证管理的可行性。提出了三个目标,即最大化总产出,最小化输入资源的消耗以及最小化总难度系数,并将其纳入资源分配和目标设定方案中。在此基础上,我们将DEA与多目标编程相结合来解决资源分配和目标设置问题。最后,我们将提出的方法应用于16个连锁酒店的现实问题,以说明提出的方法的有效性和实用性。

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