噪声增强与深度学习方法在硬盘污染拉曼光谱分类中的比较研究

S. Gulyanon, Somrudee Deepaisam, Chayud Srisumarnk, Nattapol Chiewnawintawat, Angkoon Anzkoonsawaenasuk, Seksan Laitrakun, Pakorn Ooaorakasit, P. Rakpongsiri, Thawanpat Meechamnan, D. Sompongse
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引用次数: 0

摘要

在过去的十年中,深度神经网络在许多任务中已经成为最先进的技术,特别是拉曼光谱分类。然而,这些网络严重依赖于大量标记数据来避免过拟合。尽管标记数据在许多应用程序领域是稀缺的,但是有一些技术可以帮助缓解这个问题,例如数据增强。在本文中,我们研究了一种特殊类型的数据增强,即简单地向输入样本添加噪声的噪声增强,用于拉曼光谱分类任务。拉曼光谱可以产生关于所有化学成分的类似指纹的信息,但当材料的颗粒很小时,它容易产生噪声。本文研究了背景化学物质噪声、扩展乘法信号增强(EMSA)和统计噪声三种噪声增强模型在建立鲁棒分类模型中的有效性。在实验中,我们比较了11种流行的深度学习模型与三种噪声增强技术的性能。结果表明,与基于cnn的模型相比,基于rnn的模型在增强数据量增加时表现相对较好,并且稳健的噪声增强方法需要随机变化的特征。然而,超参数优化是实现噪声增强的最优优势的关键。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Comparative Study of Noise Augmentation and Deep Learning Methods on Raman Spectral Classification of Contamination in Hard Disk Drive
Deep neural networks have become state-of-the-art for many tasks in the past decade, especially Raman spectral classification. However, these networks heavily rely on a large collection of labeled data to avoid overfitting. Although labeled data is scarce in many application domains, there are techniques to help alleviate the problem, such as data augmentation. In this paper, we investigate one particular kind of data augmentation, noise augmentation that simply adds noise to input samples, for the Raman spectra classification task. Raman spectra yield fingerprint-like information about all chemical components but are prone to noise when the material's particles are small. We study the effectiveness of three noise models for noise augmen-tation in building a robust classification model, including noise from the background chemicals, extended multiplicative signal augmentation (EMSA), and statistical noises. In the experiments, we compared the performance of 11 popular deep learning models with the three noise augmentation techniques. The results suggest that RNN-based models perform relatively well with the increase in augmented data size compared to CNN-based models and that robust noise augmentation methods require characteristics of random variations. However, hyperparameter optimization is crucial for taking optimal advantage of noise augmentation.
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