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Cross-Media Correlation Analysis with Semi-supervised Graph Regularization

机译:半监督图正则化的跨媒体相关性分析

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With the rapid development of multimedia data such as text, image, cross-media retrieval has become increasingly important, because users can retrieve the results with various types of media by submitting a query of any media type. The measure of relevance among different media is a basic problem. Existing methods usually only consider the original media instances (such as images, texts) but ignore their patches. In fact, cross-media patches can emphasize the important parts and improve the precision of cross-media correlation. What's more, existing cross-media retrieval methods often focus on modeling the pairwise correlation with the similarity matrix is a constant matrix, while the similarity matrix which is not a constant matrix can improve the accuracy. In this paper, we propose a novel algorithm for cross-media data, called cross-media correlation analysis with semi-supervised graph regularization (CMCA), which can not only take full advantage of both the media instances and their patches in one graph, but also explore the similarity matrix which can improve the correlation between data. CMCA explores the sparse and semi-supervised regularization for different media types, and integrates them into a unified optimization matter, which increases the performance of the algorithm. Comparing with the current state-of-the-art methods on two datasets (i.e., Wikipedia, XMedia), the comprehensive experimental results demonstrate the effectiveness of our proposed approach.
机译:随着诸如文本,图像之类的多媒体数据的快速发展,跨媒体检索变得越来越重要,因为用户可以通过提交任何媒体类型的查询来检索各种媒体类型的结果。不同媒体之间的相关性度量是一个基本问题。现有方法通常仅考虑原始媒体实例(例如图像,文本),而忽略其补丁。实际上,跨媒体补丁可以强调重要部分并提高跨媒体关联的精度。此外,现有的跨媒体检索方法通常侧重于用相似性矩阵对成对相关性进行建模是一个常数矩阵,而不是常数矩阵的相似性矩阵可以提高准确性。在本文中,我们提出了一种用于跨媒体数据的新算法,称为带有半监督图正则化(CMCA)的跨媒体相关性分析,该算法不仅可以充分利用媒体实例及其在一个图中的补丁,而且探索相似度矩阵可以改善数据之间的相关性。 CMCA探索了针对不同媒体类型的稀疏和半监督正则化,并将它们集成到统一的优化问题中,从而提高了算法的性能。与两个数据集(即Wikipedia,XMedia)上当前的最新方法相比,全面的实验结果证明了我们提出的方法的有效性。

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