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Hierarchical Maximum Margin Learning for Multi-Class Classification

机译:多类别分类的分层最大余量学习

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摘要

Due to myriads of classes, designing accurate and efficient classifiers becomes very chal lenging for multi-class classification. Recent research has shown that class structure learn ing can greatly facilitate multi-class learning. In this paper, we propose a novel method to learn the class structure for multi-class classification problems. The class structure is assumed to be a binary hierarchical tree. To learn such a tree, we propose a max imum separating margin method to deter mine the child nodes of any internal node. The proposed method ensures that two class groups represented by any two sibling nodes are most separable. In the experiments, we evaluate the accuracy and efficiency of the proposed method over other multi-class clas sification methods on real world large-scale problems. The results show that the pro posed method outperforms benchmark meth ods in terms of accuracy for most datasets and performs comparably with other class structure learning methods in terms of effi ciency for all datasets.
机译:由于类别众多,因此设计准确有效的分类器对于多类别分类非常困难。最近的研究表明,班级结构学习可以极大地促进多班学习。在本文中,我们提出了一种学习多类分类问题的类结构的新方法。假定类结构为二进制层次树。为了学习这样一棵树,我们提出了一种最大最大分离余量方法来确定任何内部节点的子节点。所提出的方法确保由任何两个兄弟节点表示的两个类组是最可分离的。在实验中,我们评估了该方法相对于现实世界中大规模问题的其他多类分类方法的准确性和效率。结果表明,在大多数数据集的准确性方面,该方法优于基准方法,在所有数据集的效率方面,该方法与其他类结构学习方法的性能相当。

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