Modeling Musical Structure with Artificial Neural Networks
JOHANNES KEPLER UNIVERSITY LINZ(约翰内斯·开普勒大学林茨分校);Institute of Computational Perception(计算感知研究所)
Stefan Lattner
备注:
152 pages, 28 figures, 10 tables. PhD thesis, Johannes Kepler University Linz, October 2019. Includes results from https://www.ijcai.org/Proceedings/15/Papers/348.pdf, arXiv:1612.04742, arXiv:1708.05325, arXiv:1806.08236, and arXiv:1806.08686 (see Section 1.2 for detailed information)
In recent years, artificial neural networks (ANNs) have become a universal tool for tackling real-world problems. ANNs have also shown great success in music-related tasks including music summarization and classification, similarity estimation, computer-aided or autonomous composition, and automatic music analysis. As structure is a fundamental characteristic of Western music, it plays a role in all these tasks. Some structural aspects are particularly challenging to learn with current ANN architectures. This is especially true for mid- and high-level self-similarity, tonal and rhythmic relationships. In this thesis, I explore the application of ANNs to different aspects of musical structure modeling, identify some challenges involved and propose strategies to address them. First, using probability estimations of a Restricted Boltzmann Machine (RBM), a probabilistic bottom-up approach to melody segmentation is studied. Then, a top-down method for imposing a high-level structural template in music generation is presented, which combines Gibbs sampling using a convolutional RBM with gradient-descent optimization on the intermediate solutions. Furthermore, I motivate the relevance of musical transformations in structure modeling and show how a connectionist model, the Gated Autoencoder (GAE), can be employed to learn transformations between musical fragments. For learning transformations in sequences, I propose a special predictive training of the GAE, which yields a representation of polyphonic music as a sequence of intervals. Furthermore, the applicability of these interval representations to a top-down discovery of repeated musical sections is shown. Finally, a recurrent variant of the GAE is proposed, and its efficacy in music prediction and modeling of low-level repetition structure is demonstrated.
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School of Computer Science and Artificial Intelligence(计算机科学与人工智能学院);Wuhan University of Technology(武汉理工大学);School of Computer Science(计算机科学学院);Hubei University of Technology(湖北工业大学);School of Information Engineering(信息工程学院);Hubei University of Economics(湖北经济学院);Hubei Key Laboratory of Digital Finance Innovation(湖北省数字金融创新重点实验室)
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The University of Tokyo(东京大学);Tokyo Institute of Technology(东京工业大学)
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Sorbonne Université(索邦大学);CNRS(法国国家科学研究中心);Universidade Federal do Estado do Rio de Janeiro(里约热内卢州联邦大学);Pontifícia Universidade Católica do Rio de Janeiro(里约热内卢天主教大学);Sony Computer Science Laboratories(索尼计算机科学实验室);Spotify Creator Technology Research Lab(Spotify创作者技术研究实验室)
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Media Engineering Faculty, Iran Broadcasting University(伊朗广播大学媒体工程学院)
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Queen Mary University of London(伦敦玛丽女王大学);University of North Florida(北佛罗里达大学)
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