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KL-EEM: A Novel Kullback-Leibler Distance Based EEM Clustering Model for Breast Cancer Identification

机译:KL-EEM:基于Kullback-Leibler距离的新型EEM聚类模型,用于乳腺癌识别

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Breast cancer is one the most common malignancies among women, along with the development of machine learning, clustering models have been utilized in this scenario. We focus on the exemplar-based clustering model in this paper. Based on the probability version of EEM clustering model, the choice of distance measurement could be more extensive. Kullbacek-Leibler distance is one of the most effective distances in Information theory, and could naturally measure the similarity between two probability distributions. Thus, this paper newly proposed a KL-distance based EEM clustering model for breast cancer by introducing KL-distance to keep target data similar to the training data into the probability version of EEM model. Deeply analyzing KL-EEM and EEM clustering models, we can conclude that the similarity based on KL-distance can be embedded into the calculation of similarity matrix. Thus, the optimization framework of EEM can be directly used to optimize the new target function of KL-EEM, which has been proved to be more effective and efficient compared with that in AP clustering model. Experiments with two real-world breast cancer datasets have been applied, and verified KL-EEM clustering model.
机译:乳腺癌是女性中最常见的恶性肿瘤之一,随着机器学习的发展,在这种情况下已经使用了聚类模型。在本文中,我们重点研究基于示例的聚类模型。基于EEM聚类模型的概率版本,距离测量的选择可能会更加广泛。 Kullbacek-Leibler距离是信息论中最有效的距离之一,可以自然地测量两个概率分布之间的相似性。因此,本文通过引入KL距离以将与训练数据相似的目标数据保持为EEM模型的概率版本,从而提出了一种基于KL距离的乳腺癌EEM聚类模型。深入分析KL-EEM和EEM聚类模型,可以得出结论,基于KL距离的相似度可以嵌入到相似度矩阵的计算中。因此,EEM的优化框架可以直接用于优化KL-EEM的新目标功能,与AP聚类模型相比,已证明该方法更加有效。应用了两个真实世界乳腺癌数据集的实验,并验证了KL-EEM聚类模型。

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