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Classification of Bioacoustic Signals with Tangent Singular Spectrum Analysis

机译:切线奇异谱分析对生物声信号的分类

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Automatic classification of bioacoustic signals is an essential tool in biology for laborious tasks such as environmental monitoring in areas of difficult access. A working system applied in the field must be able to run on small scale machines and make reasonable predictions from a small sample of data. Recently, a method called Grassmann singular spectrum analysis (GSSA) was introduced as the latest development in a line of research where bioacoustic signals are represented by subspaces. While this paradigm is compact and introduces a straightforward discriminant analysis for classification, it is based on a Grassmann kernel, which approximates the Grassmann manifold by a reproducing Hilbert kernel space, thus depending on a choice of a dictionary and not being able to capture the signals complexity from a small class sample. In this paper, we propose a method named tangent singular spectrum analysis (TSSA), which continues to exploit the advantages of subspace representation but does not rely on approximating the Grassmann manifold by a low-dimensional kernel. We formulate a discriminant analysis on a tangent space to the data sample mean, using the extrinsic coordinates of the manifold. The validity of TSSA is demonstrated through experiments on the Amazon rainforest Anuran dataset.
机译:生物声信号的自动分类是生物学中完成艰巨任务(例如在难以接近的区域进行环境监测)的重要工具。现场应用的工作系统必须能够在小型机器上运行,并能够从少量数据样本中做出合理的预测。最近,一种称为格拉斯曼奇异频谱分析(GSSA)的方法作为最新研究成果被引入,该研究领域以子空间表示生物声信号。尽管此范例很紧凑,并引入了直接的判别分析进行分类,但它基于Grassmann核,该Grassmann核通过重现Hilbert核空间来近似Grassmann流形,因此取决于字典的选择,并且无法捕获信号一个小类样本的复杂性。在本文中,我们提出了一种称为切线奇异频谱分析(TSSA)的方法,该方法继续利用子空间表示的优势,但不依赖于用低维核逼近Grassmann流形。我们使用流形的外在坐标对数据样本均值的切线空间进行判别分析。通过对亚马逊雨林Anuran数据集的实验证明了TSSA的有效性。

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