复调音乐转录的耦合张量分解模型

Umut Simsekli, Y. K. Yilmaz, A. Cemgil
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引用次数: 1

摘要

广义耦合张量分解(GCTF)是最近提出的一种用于同时估计张量分解模型的算法框架,其中多个张量可以共享一组潜在因子。本文在此框架下提出了两种复调钢琴曲的抄写模型。第一个模型基于非负矩阵分解,其中耦合为模型提供了谱信息。作为第一个模型的扩展,第二个模型通过将片段的粗糙的、不完整的接收作为输入,结合了时间和谐波信息。结合谐波知识提高了转录质量,实验结果表明,我们在真实钢琴数据上得到了约23%的F-measure改进。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Coupled tensor factorization models for polyphonic music transcription
Generalized Coupled Tensor Factorization (GCTF) is a recently proposed algorithmic framework for simultaneously estimating tensor factorization models where several tensors can share a set of latent factors. This paper presents two models in this framework for transcribing polyphonic piano pieces. The first model is based on Non-negative Matrix Factorization where the coupling provides the spectral information to the model. As an extension to the first model, the second model incorporates temporal and harmonic information by taking a rough, incomplete transciption of the piece as input. Incorporating harmonic knowledge improves the transcription quality as the the experimental results show that we get around 23 % F-measure improvement on real piano data.
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