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Nonlinear dimensionality reduction with hybrid distance for trajectory representation of dynamic texture

机译:混合距离非线性降阶动态纹理轨迹表示

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Dynamic textures play an important role in video content analysis. Current works of dynamic textures mainly focus on overall texture and motion analysis for segmentation or classification based on statistical features and structure models. This paper proposes a novel framework to study the dynamic textures by exploring the motion trajectory using unsupervised learning. A nonlinear dimensionality reduction algorithm, called hybrid distance isometric embedding (HDIE), is proposed, to generate a low-dimensional motion trajectory from high-dimensional feature space of the raw video data. First, we partition the high-dimensional data points into a set of data clusters and construct the intra-cluster graphs based on the individual character of each data cluster to build the basic layer of HDIE. Second, we construct the inter-cluster graph by analyzing the interrelation among these isolated data clusters to build the top layer of HDIE. Finally, we generate a whole graph and map all data points into a unique low-dimensional feature space, trying to maintain the distances of all pairs of high-dimensional data points. Experiments on the standard dynamic texture database show that the proposed framework with the novel algorithm can represent the motion characters of the dynamic textures very well.
机译:动态纹理在视频内容分析中起着重要作用。当前动态纹理的工作主要集中在整体纹理和运动分析,以基于统计特征和结构模型进行分割或分类。本文提出了一个新颖的框架,通过使用无监督学习探索运动轨迹来研究动态纹理。提出了一种非线性降维算法,称为混合距离等距嵌入(HDIE),用于从原始视频数据的高维特征空间生成低维运动轨迹。首先,我们将高维数据点划分为一组数据集群,并根据每个数据集群的个性构建集群内图,以构建HDIE的基本层。其次,我们通过分析这些孤立的数据集群之间的相互关系来构建集群间图,以构建HDIE的顶层。最后,我们生成一个完整的图,并将所有数据点映射到唯一的低维特征空间中,以保持所有高维数据点对的距离。在标准动态纹理数据库上进行的实验表明,所提出的带有新颖算法的框架可以很好地表示动态纹理的运动特征。

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