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Nonlinear Manifold Embedding on Keyword Spotting Using t-SNE

机译:基于t-SNE的非线性流形嵌入关键词发现

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Nonlinear manifold embedding has attracted considerable attention due to its highly-desired property of efficiently encoding local structure, i.e. intrinsic space properties, into a low-dimensional space. The benefit of such an approach is twofold: it leads to compact representations while addressing the often-encountered curse of dimensionality. The latter plays an important role in retrieval applications, such as keyword spotting, where a sorted list of retrieved objects with respect to a distance metric is required. In this work, we explore the efficiency of the popular manifold embedding method t-distributed Stochastic Neighbor Embedding (t-SNE) on the Query-by-Example keyword spotting task. The main contribution of this work is the extension of t-SNE in order to support out-of-sample (OOS) embedding which is essential for mapping query images to the embedding space. The experimental results demonstrate a significant increase in keyword spotting performance when the word similarity is calculated on the embedding space.
机译:非线性流形嵌入由于其高度期望的将局部结构有效编码的特性,即固有空间特性,被编码到低维空间而备受关注。这种方法的好处是双重的:它导致紧凑的表示形式,同时解决了经常遇到的维数诅咒。后者在检索应用程序(例如关键字查找)中起着重要作用,在该应用程序中,需要相对于距离量度的检索到的对象的分类列表。在这项工作中,我们探索了流行的流形嵌入方法t分布随机邻居嵌入(t-SNE)在按示例查询关键字发现任务上的效率。这项工作的主要贡献是t-SNE的扩展,以支持样本外(OOS)嵌入,这对于将查询图像映射到嵌入空间至关重要。实验结果表明,在嵌入空间上计算单词相似度时,关键字发现性能显着提高。

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