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On Loss Functions for Deep-Learning Based T60 Estimation

机译:基于深学习T60估计的损失函数

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Reverberation time, T60, directly influences the amount of reverberation in a signal, and its direct estimation may help with dereverberation. Traditionally, T60 estimation has been done using signal processing or probabilistic approaches, until recently where deep-learning approaches have been developed. Unfortunately, the appropriate loss function for training the network has not been adequately determined. In this paper, we propose a composite classification- and regression-based cost function for training a deep neural network that predicts T60 for a variety of reverberant signals. We investigate pure-classification, pure-regression, and combined classification-regression based loss functions, where we additionally incorporate computational measures of success. Our results reveal that our composite loss function leads to the best performance as compared to other loss functions and comparison approaches. We also show that this combined loss function helps with generalization.
机译:混响时间,t 60 ,直接影响信号中的混响量,其直接估计可能有助于DERE失眠。传统上,T. 60 使用信号处理或概率方法进行了估计,直到最近已经开发了深度学习方法。不幸的是,训练网络的适当损失函数尚未得到充分确定。在本文中,我们提出了一种基于复合分类和回归的成本函数,用于培训预测T的深神经网络 60 对于各种混响信号。我们调查纯粹分类,纯回归和组合的基于分类回归的损失函数,在那里我们另外纳入了成功的计算措施。我们的结果表明,与其他损失功能和比较方法相比,我们的复合损失功能导致最佳性能。我们还表明,这种联合损失功能有助于泛化。

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