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A novel ant-based clustering algorithm using Renyi entropy

机译:基于Renyi熵的蚁群聚类算法

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摘要

Ant-based clustering is a type of clustering algorithm that imitates the behavior of ants. To improve the efficiency, increase the adaptability to non-Gaussian datasets and simplify the parameters of the algorithm, a novel ant-based clustering algorithm using Renyi Entropy (NAC-RE) is proposed. There are two aspects to application of Renyi entropy. Firstly, Kernel Entropy Component Analysis (KECA) is applied to modify the random projection of objects when the algorithm is run initially. This projection can create rough clusters and improve the algorithm's efficiency. Secondly, a novel ant movement model governed by Renyi entropy is proposed. The model takes each object as an ant. When the object (ant) moves to a new region, the Renyi entropy in its local neighborhood will be changed. The differential value of entropy governs whether the object should move or be moveless. The new model avoids complex parameters that have influence on the clustering results. The theoretical analysis has been conducted by kernel method to show that Renyi entropy metric is feasible and superior to distance metric. The novel algorithm was compared with other classic ones by several well-known benchmark datasets. The Friedman test with the corresponding Nemenyi test are applied to compare and conclude the algorithms' performance The results indicate that NAC-RE can get better results for non-linearly separable datasets while its parameters are simple.
机译:基于蚂蚁的聚类是一种模仿蚂蚁行为的聚类算法。为了提高效率,增加对非高斯数据集的适应性,简化算法参数,提出了一种基于Renyi熵的蚁群聚类算法(NAC-RE)。 Renyi熵的应用有两个方面。首先,当算法开始运行时,采用核熵成分分析(KECA)来修改对象的随机投影。该投影可以创建粗糙的聚类并提高算法的效率。其次,提出了一种以人为熵控制的新型蚂蚁运动模型。该模型将每个对象作为蚂蚁。当对象(蚂蚁)移动到新区域时,其本地邻域中的Renyi熵将发生变化。熵的微分值控制对象应该移动还是不移动。新模型避免了对聚类结果有影响的复杂参数。通过核方法进行了理论分析,表明Renyi熵度量是可行的并且优于距离度量。通过几个著名的基准数据集,将该新算法与其他经典算法进行了比较。应用Friedman检验和相应的Nemenyi检验对算法的性能进行比较和结论。结果表明,NAC-RE在参数可简单的情况下,对于非线性可分离数据集可以获得更好的结果。

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