Multi-Channel Automatic Music Transcription Using Tensor Algebra. Marmoret, A., Bertin, N., & Cohen, J. arXiv:2107.11250 [cs, eess], July, 2021. arXiv: 2107.11250
Multi-Channel Automatic Music Transcription Using Tensor Algebra [link]Paper  abstract   bibtex   
Music is an art, perceived in unique ways by every listener, coming from acoustic signals. In the meantime, standards as musical scores exist to describe it. Even if humans can make this transcription, it is costly in terms of time and efforts, even more with the explosion of information consecutively to the rise of the Internet. In that sense, researches are driven in the direction of Automatic Music Transcription. While this task is considered solved in the case of single notes, it is still open when notes superpose themselves, forming chords. This report aims at developing some of the existing techniques towards Music Transcription, particularly matrix factorization, and introducing the concept of multi-channel automatic music transcription. This concept will be explored with mathematical objects called tensors.
@article{marmoret_multi-channel_2021,
	title = {Multi-{Channel} {Automatic} {Music} {Transcription} {Using} {Tensor} {Algebra}},
	url = {http://arxiv.org/abs/2107.11250},
	abstract = {Music is an art, perceived in unique ways by every listener, coming from acoustic signals. In the meantime, standards as musical scores exist to describe it. Even if humans can make this transcription, it is costly in terms of time and efforts, even more with the explosion of information consecutively to the rise of the Internet. In that sense, researches are driven in the direction of Automatic Music Transcription. While this task is considered solved in the case of single notes, it is still open when notes superpose themselves, forming chords. This report aims at developing some of the existing techniques towards Music Transcription, particularly matrix factorization, and introducing the concept of multi-channel automatic music transcription. This concept will be explored with mathematical objects called tensors.},
	urldate = {2022-03-02},
	journal = {arXiv:2107.11250 [cs, eess]},
	author = {Marmoret, Axel and Bertin, Nancy and Cohen, Jeremy},
	month = jul,
	year = {2021},
	note = {arXiv: 2107.11250},
	keywords = {Computer Science - Information Retrieval, Computer Science - Machine Learning, Computer Science - Sound, Electrical Engineering and Systems Science - Audio and Speech Processing, H.5.5},
}

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