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Efficient k-nearest neighbor queries with the Signature Quadratic Form Distance

机译:具有签名二次形距离的有效k最近邻查询

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A frequently encountered query type in multimedia databases is the k-nearest neighbor query which finds the k-nearest neighbors of a given query. To speed up such queries and to meet the user requirements in low response time, approximation techniques play an important role. In this paper, we present an efficient approximation technique applicable to distance measures defined over flexible feature representations, i.e. feature signatures. We apply our approximation technique to the recently proposed Signature Quadratic Form Distance applicable to feature signatures. We performed our experiments on numerous image databases, gathering k-nearest neighbor query rankings in significantly low computation time with an average speed-up factor of 13.
机译:多媒体数据库中经常遇到的查询类型是k最近邻居查询,它找到给定查询的k最近邻居。为了加快此类查询的速度并在较短的响应时间内满足用户要求,近似技术起着重要的作用。在本文中,我们提出了一种有效的近似技术,适用于在灵活的特征表示即特征签名上定义的距离度量。我们将近似技术应用于最近提出的适用于特征签名的签名二次形距离。我们在众多图像数据库上进行了实验,以极低的计算时间收集了k个最近邻居查询排名,平均加速因子为13。

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