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Application of multidimensional utility theory in determining optimal test-treatment strategies for streptococcal sore throat and rheumatic fever

机译:多维效用理论在确定链球菌性咽喉炎和风湿热的最佳治疗策略中的应用

摘要

In most decision problems there is a need to consider both multiple objective function and uncertainty. Von Neumann-Morganstern utility theory offers a rigorous methodology for defining objectiv3es under uncertainty, and there is nothing in the theory which precludes construction and use of multiple criteria utility functions. For some types of problems feasible methods now exist for overcoming the severe practical problems of assessing such functions. This paper describes the analysis of a medical problem, the determination of optimal test and treatment strategies for streptococcal sore throat and rheumatic fever, in which the formulation, verification, and assessment of a multidimensional utility function was a critical part of the analysis. Comments on the usefulness of the procedure are made, and some potential future applications summarized. A theorem on the assessability of parameters in the utility function is also proven. (Author)
机译:在大多数决策问题中,需要同时考虑多个目标函数和不确定性。冯·诺伊曼-摩根斯坦效用理论为不确定性下的目标定义提供了严格的方法,该理论中没有任何东西可以排除构造和使用多准则效用函数。对于某些类型的问题,目前存在可行的方法来克服评估此类功能的严重实际问题。本文介绍了医学问题的分析,链球菌性咽喉炎和风湿热的最佳测试和治疗策略的确定,其中多维效用函数的制定,验证和评估是分析的关键部分。对该程序的有用性进行了评论,并总结了一些潜在的未来应用。还证明了效用函数中的参数可评估性定理。 (作者)

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