Parameters Optimization based on Entropy Weight and Triangular Fuzzy Number

Chi-Chang Chang, Kuo-Hsiung Liao
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引用次数: 3

Abstract

Abstract In the present paper we discussed the parameters optimization in medical decision making using maximum entropy weight. Currently, most medical decision models rely on point estimates for input parameters, although the uncertainty surrounding these values is well-recognized. However, it still left some challenge problems that are commonly involved in computational problems involving experts’ epistemic uncertainty. This paper has motivated by existence of parameters uncertainty in the fuzzy Bayesian decision process. In addition, we examined the fuzzy entropy weight operators in two ways: through the fuzziness of the prior moments and through the fuzziness of failure data set. Advance in numerical methods and computation have made it possible to implement fuzzy Bayesian analysis in way previously research and thereby provides guidelines for decision-making and furnishes decision makers with valuable support for making reliable and robust decisions.
基于熵权和三角模糊数的参数优化
摘要本文讨论了基于最大熵权的医疗决策参数优化问题。目前,大多数医疗决策模型依赖于输入参数的点估计,尽管这些值周围的不确定性是公认的。然而,它仍然留下了一些在涉及专家认知不确定性的计算问题中常见的挑战问题。本文的研究是基于模糊贝叶斯决策过程中参数不确定性的存在。此外,我们还从先验矩的模糊性和故障数据集的模糊性两方面对模糊熵权算子进行了检验。数值方法和计算的进步使得模糊贝叶斯分析能够以前人研究的方式实现,从而为决策提供指导,为决策者做出可靠、稳健的决策提供有价值的支持。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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