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首页> 外文期刊>New Mathematics and Natural Computation >RANKING STOCKS USING THE FUZZY MULTIPLE CRITERIA DECISION MAKING APPROACH
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RANKING STOCKS USING THE FUZZY MULTIPLE CRITERIA DECISION MAKING APPROACH

机译:使用模糊多准则决策方法进行排名

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This work applies the Fuzzy Multiple Criteria Decision Making (FMCDM) approach to assist in making stock investment decisions. The proposed approach applies to quantitative data and can accommodate qualitative information which is normally difficult to be integrated by traditional finance and accounting methods. A major-sub-criteria hierarchy is established to reduce the possibility of over-weighing some dependent criteria existing in a single-level structure. The ratings of stocks versus qualitative sub-criteria and the weights of major and sub-criteria are assessed in linguistic terms represented by fuzzy numbers. Each sub-criterion is in a benefit, cost, or balanced nature. New standardization methods for cost-nature and balanced-nature criteria are presented. The algorithms of membership functions of the final aggregation are derived from the roots of cubic equations of multiplications of triple fuzzy numbers. Since these algorithms are clearly developed, the investor can easily calculate the fuzzy aggregation values. The defuzzified final aggregation judges the performance of alternative stocks. Moreover, the ratio of the market price to performance (PP) is suggested to filter the over and under-pricing of alternative stocks. A set of buying and selling rules are recommended based on the performance and PP ratio. Finally, an empirical example of evaluating a set of TSE-listed stocks tests the proposed approach.
机译:这项工作应用模糊多准则决策(FMCDM)方法来协助做出股票投资决策。所提出的方法适用于定量数据,并且可以容纳定性信息,而传统的财务和会计方法通常很难整合这些定性信息。建立主要子标准层次结构以减少过度权衡单级结构中存在的某些相关标准的可能性。股票的评级与定性的子标准的比较以及主要和子标准的权重均以由模糊数字表示的语言术语进行评估。每个子标准都具有收益,成本或平衡的性质。提出了成本性质和平衡性质标准的新标准化方法。最终集合的隶属函数算法是从三次模糊数乘法的三次方程式的根导出的。由于这些算法开发明确,因此投资者可以轻松计算模糊汇总值。经过去模糊处理的最终汇总将判断另类股票的表现。此外,建议使用市场价格与绩效之比(PP)来过滤另类股票的高估和低估。建议根据性能和PP比率制定一套买卖规则。最后,一个评估一组在TSE上市的股票的经验示例测试了该方法。

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