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A WEIGHTED TCHEBYCHEFF APPROACH TO INTERACTIVE MULTIPLE OBJECTIVE 0-1 PROGRAMMING AS APPLIED TO THE HOSPITAL CAPITAL BUDGET.

机译:应用于医院预算的交互式多目标0-1规划的加权Tchebycheff方法。

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摘要

The purpose of this research was twofold: first to apply multiple objective linear programming (MOLP) to the capital budgeting problem in a hospital and second to use the application as a case study of a new solution approach to MOLP. The hospital capital budget problem was chosen because the not-for-profit hospital is a natural multiobjective environment, the problem is of interest to practicing managers, and the solution to the problem could lead to reduced costs or improved services in the health area.; The augmented weighted Tchebycheff approach to MOLP was proposed by Steuer and Choo (1981). It's chief advantage over previous approaches is that if the nondominated solutions set is discrete, efficient points can be located that were previously overlooked. The hospital capital budget problem is a 0-1 integer problem and therefore a discrete case. In addition, the application is large enough (169 variables) to provide a study of the effect of size on the approach. The problem has eight objectives: two cost, one revenue, three effect (patient, physician, and employee), one to agree with a consulting firm, and one to meet requirements.; MOLP provided the decision maker with a satisfactory answer in five iterations. The decision maker felt comfortable in assessing the tradeoffs among the eight objectives. A problem was experienced in that the decision maker lost awareness of the items in the solutions while manipulating the objective values. The Tchebycheff approach compared favorably with previous approaches in ease of formulation, manipulation, and computer times. Some questions arose on the scales used for the effect inputs and on the form of the data presentation. The research leaves some questions of efficiency for future exploration.; The effectiveness of MOLP as a capital budgeting tool cannot be measured. The approach presented the decision maker with 52 different and disperse (over the efficient frontier) solutions. He has more information. It is assumed that more informed decisions are better decisions and that better hospital capital budget decisions will lead to cost containment.
机译:这项研究的目的是双重的:首先将多目标线性规划(MOLP)应用于医院的资本预算问题,其次将其用作对MOLP的新解决方案的案例研究。之所以选择医院资本预算问题,是因为非营利性医院是自然的多目标环境,该问题是实践管理人员所关注的,而对该问题的解决可能会导致成本降低或改善卫生领域的服务。 Steuer和Choo(1981)提出了MOLP的增强加权Tchebycheff方法。与以前的方法相比,其主要优点是,如果非支配的解决方案集是离散的,则可以找到以前被忽略的有效点。医院资本预算问题是0-1整数问题,因此是离散情况。此外,应用程序足够大(169个变量),可以研究尺寸对方法的影响。该问题具有八个目标:两个成本,一个收入,三个效果(患者,医师和雇员),一个与咨询公司达成协议以及一个满足要求。 MOLP在五次迭代中为决策者提供了令人满意的答案。决策者在评估八个目标之间的权衡时感到很自在。遇到的问题是,决策者在操纵目标值时失去了对解决方案中各项目的意识。与以前的方法相比,Tchebycheff方法在配方,操作和计算机时间方面都比较容易。关于用于效果输入的标度和数据表示形式提出了一些问题。该研究为将来的探索留下了一些效率问题。无法衡量MOLP作为资本预算工具的有效性。该方法为决策者提供了52种不同且分散(在有效边界上)的解决方案。他有更多信息。假定更明智的决策是更好的决策,而更好的医院资本预算决策将导致成本控制。

著录项

  • 作者

    RUWE, MARCIA LOGSOON.;

  • 作者单位

    University of Kentucky.;

  • 授予单位 University of Kentucky.;
  • 学科 Business Administration Management.; Operations Research.
  • 学位 D.B.A.
  • 年度 1982
  • 页码 172 p.
  • 总页数 172
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 贸易经济;运筹学;
  • 关键词

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