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arXiv 1806.08236cs.SDcs.LGeess.AS

Learning Transposition-Invariant Interval Features from Symbolic Music and Audio

Institute of Computational Perception, JKU Linz(林茨约翰·开普勒大学计算感知研究所);Sony Computer Science Laboratories (CSL)(索尼计算机科学实验室)

Stefan Lattner, Maarten Grachten, Gerhard Widmer

英文摘要:

Many music theoretical constructs (such as scale types, modes, cadences, and chord types) are defined in terms of pitch intervals---relative distances between pitches. Therefore, when computer models are employed in music tasks, it can be useful to operate on interval representations rather than on the raw musical surface. Moreover, interval representations are transposition-invariant, valuable for tasks like audio alignment, cover song detection and music structure analysis. We employ a gated autoencoder to learn fixed-length, invertible and transposition-invariant interval representations from polyphonic music in the symbolic domain and in audio. An unsupervised training method is proposed yielding an organization of intervals in the representation space which is musically plausible. Based on the representations, a transposition-invariant self-similarity matrix is constructed and used to determine repeated sections in symbolic music and in audio, yielding competitive results in the MIREX task "Discovery of Repeated Themes and Sections".

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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