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Selecting the Appropriate Fuzzy Membership Functions Based on User-Demand in Fuzzy Decision-Theoretic Rough Set Model

机译:根据模糊决策粗糙集模型中的用户需求选择适当的模糊会员函数

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Fuzzy rough sets are generalization of rough sets to handle fuzziness and uncertainty existed in data. The decision rough set model (DTRS) is the kind of probabilistic rough set model with proper cost functions. We combine fuzzy sets with decision-theoretic rough set (DTRS) theory and propose a new equation by employing the fuzzy membership functions to change the posterior probability calculating method containing in the expected losses expression of the DTRS model. Thus we can derive the new decision rules. With different user demands, varied thresholds in DTRS are firstly set to decide with probability an object can be classified to the positive region. For different fuzzy membership functions, we propose the method to select the appropriate one based on user-demand in our new fuzzy rough set model. Experiments on different datasets show that different membership functions do result in different classification performances when threshold has been set in advance. With our method it can give guidelines on appropriate fuzzy membership functions selection for improving classification accuracy.
机译:模糊粗糙集是粗糙集理论来处理模糊性和不确定性泛化的数据存在。决策粗糙集模型(DTRS)是一种以适当的成本函数的概率粗糙集模型。我们结合模糊集决策理论粗糙集(DTRS)理论,采用模糊隶属函数来改变包含在DTRS模型的预期损失表达的后验概率计算方法,提出了一种新方程。因此,我们可以推导出新的决策规则。用不同的用户需求,在DTRS变化阈值被首先设定概率的对象可被分类到正区域来决定。对于不同的模糊隶属函数,我们建议选择基于我们新的模糊粗糙集模型的用户需求一个合适的方法。对不同的数据集实验表明,当阈值与预先设定不同的隶属度函数做的结果在不同的分类表现。随着我们的方法可以给出适当的模糊隶属函数的选择准则,提高分类准确率。

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