Affinity learning on a tensor product graph with applications to shape and image retrieval

Xingwei Yang, Longin Jan Latecki
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引用次数: 70

Abstract

As observed in several recent publications, improved retrieval performance is achieved when pairwise similarities between the query and the database objects are replaced with more global affinities that also consider the relation among the database objects. This is commonly achieved by propagating the similarity information in a weighted graph representing the database and query objects. Instead of propagating the similarity information on the original graph, we propose to utilize the tensor product graph (TPG) obtained by the tensor product of the original graph with itself. By virtue of this construction, not only local but also long range similarities among graph nodes are explicitly represented as higher order relations, making it possible to better reveal the intrinsic structure of the data manifold. In addition, we improve the local neighborhood structure of the original graph in a preprocessing stage. We illustrate the benefits of the proposed approach on shape and image ranking and retrieval tasks. We are able to achieve the bull's eye retrieval score of 99.99% on MPEG-7 shape dataset, which is much higher than the state-of-the-art algorithms.
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张量积图的亲和学习及其在形状和图像检索中的应用
正如在最近的一些出版物中所观察到的那样,当查询和数据库对象之间的成对相似性被更多的全局亲和性(也考虑了数据库对象之间的关系)所取代时,可以实现改进的检索性能。这通常是通过在表示数据库和查询对象的加权图中传播相似性信息来实现的。我们建议利用原始图与自身的张量积得到的张量积图(TPG),而不是在原始图上传播相似信息。通过这种构造,不仅局部相似度,而且图节点之间的长范围相似度也被显式地表示为高阶关系,从而可以更好地揭示数据流形的内在结构。此外,我们在预处理阶段改进了原始图的局部邻域结构。我们举例说明了该方法在形状和图像排序和检索任务上的好处。我们能够在MPEG-7形状数据集上实现99.99%的靶心检索分数,远远高于目前最先进的算法。
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