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A Novel Approach to Establishing the VPRS Model with Threshold Parameter Selection Mechanism Based on Fuzzy Algorithms

机译:一种基于模糊算法的阈值参数选择机制建立VPRS模型的新方法

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In the past, the choices of β values to be applied to find the β-reducts in VPRS for an information system are somewhat arbitrary. In this study, a systematic approach to determine the threshold value β of VPRS applied to information systems with continuous attributes is presented. The β value is directly connected to fuzzy membership functions by Implication Relations and Fuzzy Algorithms, in which the membership functions were obtained by the standard Fuzzy C-means method. The argument is that errors of system classification would occur in the fuzzy-clustering phase prior to information classification, therefore the threshold value β should be constrained by the probability of belongingness of an object to the fuzzy clusters, i.e., through the values of membership functions.
机译:在过去,要应用的β值的选择,以找到信息系统VPRS中的β-衰减是稍微任意的。在本研究中,提出了一种确定应用于具有连续属性的信息系统的VPRS阈值β的系统方法。通过含义关系和模糊算法直接连接到模糊隶属函数的β值,其中通过标准模糊C型方法获得了隶属函数。该参数是在信息分类之前的模糊聚类阶段中发生系统分类的错误,因此阈值β应受到对象的归属概率对模糊簇的概率,即,通过隶属函数的值。

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