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A Study of Distance Metric Learning by Considering the Distances between Category Centroids

机译:考虑类别质心的距离来研究距离度量学习的研究

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In this paper, we focus on pattern recognition based on the vector space model. As one of the methods, distance metric learning is known for the learning metric matrix under the arbitrary constraint. Generally, it uses iterative optimization procedure in order to gain suitable distance structure by considering the statistical characteristics of training data. Most of the distance metric learning methods estimate suitable metric matrix from all pairs of training data. However, the computational cost is considerable if the number of training data increases in this setting. To avoid this problem, we propose the way of learning distance metric by using the each category centroid. To verify the effectiveness of proposed method, we conduct the simulation experiment by using benchmark data.
机译:在本文中,我们专注于基于矢量空间模型的模式识别。作为其中一种方法之一,在任意约束下的学习度量矩阵已知距离度量学习。通常,它使用迭代优化过程来通过考虑训练数据的统计特征来获得合适的距离结构。大多数距离度量学习方法从所有对训练数据估算合适的公制矩阵。但是,如果在此设置中培训数据的数量增加,则计算成本相当可观。为了避免这个问题,我们通过使用每个类别质心提出学习距离度量的方式。为了验证所提出的方法的有效性,我们通过使用基准数据进行仿真实验。

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