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Determination Method of Nonlinear Membership Function Based on the Fuzzy Density Means Cluster

机译:基于模糊密度均值聚类的非线性隶属度函数确定方法

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Gaussian and Sigmoid membership function are commonly used, both of which have well smoothness, clear physical meaning and have no zeros in their figures. In this paper, fuzzy density means clustering method based on data distance is put forward, by using this method, the initial cluster center is obtained objectively, which has avoided the cluster results falling into a local minimum, finally the parameters used for describe the membership function are got. Through simulation, the membership function of data EB_Da51 in petroleum drilling is determined, which solves the problem that the function is hard to be defined.
机译:通常使用高斯和Sigmoid隶属函数,它们都具有良好的平滑性,清晰的物理含义并且在图形中没有零。提出了一种基于数据距离的模糊密度均值聚类方法,该方法可以客观地获得初始聚类中心,避免了聚类结果陷入局部最小值,最后给出了用于描述隶属度的参数。功能得到。通过仿真确定了石油钻井数据EB_Da51的隶属度函数,解决了该函数难以定义的问题。

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