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Local Structure Preserving Using Manifold Regularization and Pairwise Constraints for Action Recognition

机译:使用流形正则化和成对约束进行动作识别的局部结构保留

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With the rapid development of Internet technology and smart devices, tremendous amounts of multimedia data (e.g. text, image, video, audio, etc.) are produced and uploaded online every day. Semi-supervised learning has been proved to be one effect and effective solution to manage the massive emerging multimedia, which usually leverages the performance by exploiting the local geometry of a small number of labelled and a large number of unlabeled samples. The representative local structure preserving methods include manifold regularization and pairwise constraints. In this paper, we propose a local structure preserving method that effectively integrates manifold regularization and pairwise constraints. Particularly, we construct a new graph Laplacian by combining the traditional Laplacian and pairwise constraints. The new graph Laplacian can better preserve the local geometry and then further boost the performance. Finally, we build new local structure preserving classifiers including kernel least squares and support vector machines. We conduct extensive experiments on Chinese Academy of Sciences - Yunnan University - Multimodal Human Action Database (CAS-YNU-MHAD) for action recognition, respectively. The experimental results demonstrate that the proposed algorithm outperforms the baseline algorithms.
机译:随着Internet技术和智能设备的飞速发展,每天都会产生大量多媒体数据(例如文本,图像,视频,音频等)并在线上传。半监督学习已被证明是管理大量新兴多媒体的一种有效方法,该解决方案通常通过利用少量标记和大量未标记样本的局部几何来利用性能。代表性的局部结构保存方法包括流形正则化和成对约束。在本文中,我们提出了一种局部结构保留方法,该方法有效地集成了流形正则化和成对约束。特别是,我们通过结合传统的拉普拉斯算子和成对约束构造了一个新的图拉普拉斯算子。新的图拉普拉斯算子可以更好地保留局部几何形状,然后进一步提高性能。最后,我们建立了新的局部结构保留分类器,包括内核最小二乘和支持向量机。我们分别在中国科学院-云南大学-多模式人类行为数据库(CAS-YNU-MHAD)上进行了广泛的实验,以进行动作识别。实验结果表明,该算法优于基线算法。

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