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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
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Committee Date Time Place Paper Title / Authors Abstract Paper #
EA, ASJ-H 2020-07-20
13:25		 Online Online Multichannel NMF using cluster analysis and weighted average
Tsuyoshi Yamamoto, Singo Uenohara, Kenichi Furuya (Oita Univ) EA2020-2		 Herein, we propose a sound source separation method using multi-channel non-negative matrix factorization (MNMF). MNMF u... [more] EA2020-2
pp.7-12
EA, SIP, SP 2019-03-14
13:30		 Nagasaki i+Land nagasaki (Nagasaki-shi) [Poster Presentation] An Initialization Method for Multichannel Nonnegative Matrix Factorization using Nonnegative Independent Component Analysis
Takahiro Ushijima, Takanobu Uramoto, Shingo Uenohara, Ken'ichi Furuya (Oita Univ.) EA2018-105 SIP2018-111 SP2018-67		 Recently, devices that handle voice have become widely used, and there is a demand for a technique to extract only the t... [more] EA2018-105 SIP2018-111 SP2018-67
pp.37-42
SIP, EA, SP, MI
(Joint) [detail]		 2018-03-19
13:00		 Okinawa   [Poster Presentation] Performance Evaluation of Initial Value Setting Method for Spatial Correlation Matrices in Multi-channel NMF
Yu Tajima, Akira Tanaka (Hokkaido Univ.) EA2017-130 SIP2017-139 SP2017-113		 The multi-channel nonnegative matrix factorization (MNMF) is an extension of the single-channel nonnegative matrix facto... [more] EA2017-130 SIP2017-139 SP2017-113
pp.161-162
EA 2018-02-16
13:10		 Hiroshima Pref. Univ. Hiroshima The effect of increasing the number of channels with multi-channel non-negative matrix factorization for noisy speech recognition
Takanobu Uramoto (Oita Univ.), Youhei Okato, Toshiyuki Hanazawa (Mitsubishi Electric), Iori Miura, Shingo Uenohara, Ken'ich Furuya (Oita Univ.) EA2017-99		 Nonnegative Matrix Factorization (NMF) factorizes a non-negative matrix into two non-negative matrices. In the field of ... [more] EA2017-99
pp.33-38
SP, SIP, EA 2017-03-01
12:40		 Okinawa Okinawa Industry Support Center [Poster Presentation] Performance Evaluation of Initial Value Setting Method for Multi-channel NMF Using Single-channel NMF
Yu Tajima, Akira Tanaka (HU) EA2016-93 SIP2016-148 SP2016-88		 The multi-channel nonnegative matrix factorization (MNMF) is an extension of the single-channel nonnegative matrix facto... [more] EA2016-93 SIP2016-148 SP2016-88
pp.67-70
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