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Non-negative tensor factorization models for Bayesian audio processing

机译:贝叶斯音频处理的非负张量分解模型

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We provide an overview of matrix and tensor factorization methods from a Bayesian perspective, giving emphasis on both the inference methods and modeling techniques. Factorization based models and their many extensions such as tensor factorizations have proved useful in a broad range of applications, supporting a practical and computationally tractable framework for modeling. Especially in audio processing, tensor models help in a unified manner the use of prior knowledge about signals, the data generation processes as well as available data from different modalities. After a general review of tensor models, we describe the general statistical framework, give examples of several audio applications and describe modeling strategies for key problems such as deconvolution, source separation, and transcription. (C) 2015 Elsevier Inc. All rights reserved.
机译:我们从贝叶斯的角度概述了矩阵和张量分解方法,着重介绍了推理方法和建模技术。基于因式分解的模型及其许多扩展(如张量因式分解)已被证明在广泛的应用中很有用,支持实用且易于计算的建模框架。尤其是在音频处理中,张量模型以统一的方式帮助使用有关信号,数据生成过程以及来自不同模态的可用数据的先验知识。在对张量模型进行一般性回顾之后,我们描述了一般的统计框架,给出了几种音频应用的示例,并描述了诸如反卷积,源分离和转录等关键问题的建模策略。 (C)2015 Elsevier Inc.保留所有权利。

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