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Multi-Manifold Ranking: Using Multiple Features for Better Image Retrieval

机译:多歧管排名:使用多种功能进行更好的图像检索

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Manifold Ranking (MR) is one of the most popular graph-based ranking methods and has been widely used for information retrieval. Due to its ability to capture the geometric structure of the image set, it has been successfully used for image retrieval. The existing approaches that use manifold ranking rely only on a single image manifold. However, such methods may not fully discover the geometric structure of the image set and may lead to poor precision results. Motivated by this, we propose a novel method named Multi-Manifold Ranking (MMR) which embeds multiple image manifolds each constructed using a different image feature. We propose a novel cost function that is minimized to obtain the ranking scores of the images. Our proposed multi-manifold ranking has a better ability to explore the geometric structure of image set as demonstrated by our experiments. Furthermore, to improve the efficiency of MMR, a specific graph called anchor graph is incorporated into MMR. The extensive experiments on real world image databases demonstrate that MMR outperforms existing manifold ranking based methods in terms of quality and has comparable running time to the fastest MR algorithm.
机译:流形排序(MR)是最流行的基于图的排序方法之一,已被广泛用于信息检索。由于它能够捕获图像集的几何结构,因此已成功地用于图像检索。使用流形等级的现有方法仅依赖于单个图像流形。但是,这样的方法可能无法完全发现图像集的几何结构,并且可能导致较差的精度结果。为此,我们提出了一种新颖的方法,称为多歧管排序(MMR),该方法嵌入了多个使用不同图像特征构造的图像流形。我们提出了一种新颖的成本函数,该函数被最小化以获得图像的排名分数。如我们的实验所示,我们提出的多流形排序具有更好的探索图像集几何结构的能力。此外,为了提高MMR的效率,将称为锚定图的特定图合并到MMR中。在现实世界的图像数据库上进行的大量实验表明,MMR在质量方面优于现有的基于流形排序的方法,并且运行时间与最快的MR算法相当。

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