An Investigation on Multiscale Normalised Deep Scattering Spectrum with Deep Residual Network for Acoustic Scene Classification

Xing Yong Kek, C. Chin, Ye Li
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引用次数: 2

Abstract

This paper investigates how time scale affects the classification accuracy of log Mel-frequency coefficients and deep scattering spectrum for acoustic scene classification. Currently, log Mel-frequency coefficients has dominated in most acoustic classification task as observed in DCASE challenge. However, log Mel-frequency coefficients have two flaws; the first flaw is the Heisenberg uncertain property of short-time Fourier transform, which is caused by a fixed window size. A trade-off between having high frequency resolution while suffering from poor time resolution and vice versa. The next flaw occurs when applying mel-filter banks along frequency axis, resulting in a loss of information when the time scale is more than 25ms. To overcome this limitation, this paper explored deep scattering spectrum with various window intervals. Following the current framework of log Mel-frequency coefficients integration with convolution neural network, we proposed a two-stage convolution neural network model approach. The two-stage model is designed to tackle the huge disparity in magnitude of the deep scattering spectrum's first and second order coefficients. Next, we explored various feature normalization technique and applied on the input representation directly, thus allowing learning to occur. Lastly, our experimentation uses the DCASE 2020 Task 1a dataset, consisting of acoustic recordings from various environments or scenes and demonstrated that DSS has a slight advantage against MFSC and scored 70.36% and 69.42%, respectively.
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基于深度残差网络的多尺度归一化深散射谱声场景分类研究
本文研究了时间尺度对声学场景分类中对数mel频率系数和深散射谱分类精度的影响。从DCASE挑战中可以看出,目前,对数mel频率系数在大多数声学分类任务中占主导地位。然而,对数mel频率系数有两个缺陷;第一个缺陷是短时傅里叶变换的海森堡不确定性,这是由固定的窗口大小引起的。在高频率分辨率和低时间分辨率之间的权衡,反之亦然。下一个缺陷发生在沿频率轴施加mel滤波器组时,当时间尺度大于25ms时导致信息丢失。为了克服这一局限性,本文研究了不同窗距下的深散射光谱。在当前对数mel -频率系数与卷积神经网络积分的框架下,提出了一种两阶段卷积神经网络模型方法。两阶段模型的设计是为了解决深散射光谱的一阶和二阶系数的巨大差异。接下来,我们探索了各种特征归一化技术,并直接应用于输入表示,从而允许学习发生。最后,我们的实验使用了DCASE 2020 Task 1a数据集,包括来自各种环境或场景的录音,并证明DSS比MFSC有轻微的优势,得分分别为70.36%和69.42%。
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