نتایج جستجو برای: blind source separation

تعداد نتایج: 610374  

1994
Karim Abed-Meraim Adel Belouchrani Jean-François Cardoso Eric Moulines

This communication deals with the problem of blind separation of an instantaneous linear mixture of mutually un-correlated sources. A second order source separation technique exploiting the time coherence of the source signals is considered. Asymptotic performance analysis of the proposed method is performed. Several numerical simulations are presented to demonstrate the eeectiveness of the pro...

2006
Frédéric Vrins Deniz Erdogmus Christian Jutten Michel Verleysen

Renyi’s entropy can be used as a cost function for blind source separation (BSS). Previous works have emphasized the advantage of setting Renyi’s exponent to a value different from one in the context of BSS. In this paper, we focus on zero-order Renyi’s entropy minimization for the blind extraction of bounded sources (BEBS). We point out the advantage of choosing the extended zero-order Renyi’s...

2006
Michael Pedersen DeLiang Wang Jan Larsen Ulrik Kjems

A limitation in many source separation tasks is that the number of source signals has to be known in advance. Further, in order to achieve good performance, the number of sources cannot exceed the number of sensors. In many real-world applications these limitations are too restrictive. We propose a method for underdetermined blind source separation of convolutive mixtures. The proposed framewor...

1997
Petteri Pajunen Juha Karhunen

In the basic signal model of blind source separation (BSS), an unknown linear mixing process is assumed. While this ensures under mild conditions a suuciently unique solution, it is desirable to extend the problem to nonlinear mixtures. Unfortunately the nonlinear case is much more diicult to handle, and brings serious indeterminacies to the solutions in the general case. In this paper we propo...

Journal: :IEICE Transactions 2005
Shoko Araki Shoji Makino Robert Aichner Tsuyoki Nishikawa Hiroshi Saruwatari

We propose utilizing subband-based blind source separation (BSS) for convolutive mixtures of speech. This is motivated by the drawback of frequency-domain BSS, i.e., when a long frame with a fixed long frame-shift is used to cover reverberation, the number of samples in each frequency decreases and the separation performance is degraded. In subband BSS, (1) by using a moderate number of subband...

Journal: :EURASIP J. Adv. Sig. Proc. 2009
Anthony Lombard Klaus Reindl Walter Kellermann

We study a system combining adaptive feedback cancellation and adaptive filtering connecting inputs from both ears for signal enhancement in hearing aids. For the first time, such a binaural system is analyzed in terms of system stability, convergence of the algorithms, and possible interaction effects. As major outcomes of this study, a new stability condition adapted to the considered binaura...

Journal: :Journal of Machine Learning Research 2003
Lucas C. Parra Paul Sajda

In this short note we highlight the fact that linear blind source separation can be formulated as a generalized eigenvalue decomposition under the assumptions of non-Gaussian, non-stationary, or non-white independent sources. The solution for the unmixing matrix is given by the generalized eigenvectors that simultaneously diagonalize the covariance matrix of the observations and an additional s...

Journal: :IJAPUC 2016
Tao Gao Jincan Li

No part of this journal may be reproduced or used in any form or by any means without written permission from the publisher, except for noncommercial, educational use including classroom teaching purposes. Product or company names used in this journal are for identification purposes only. Inclusion of the names of the products or companies does not indicate a claim of ownership by IGI Global of...

2012
Shigeki Miyabe Takeshi YAMADA Shoji MAKINO

ブラインド音源分離 (Blind Source Separation; BSS) とは,音源の成分と音源からマイクロホンま での伝達特性がともに未知のもとで,マイクロホン入 力信号から音源成分を復元する技術である。音声信号 を対象とした BSSは,ハンズフリーテレビ会議システ ムなど,多くの応用が期待されている。 以下,まず BSS の問題を定式化する。M 個の信 号源から到来する音源信号を J 個のマイクロホン で観測する場合を考え,j 番目のマイクロホンで 観測される信号の時間周波数成分を yj(ω, t),m 番 目の音源信号の時間周波数成分を sm(ω, t) とし, y(ω, t) = (y1(ω, t), . . . , yJ(ω, t)) T ∈ C,s(ω, t) = (s1(ω, t), . . . , sM (ω, t)) T ∈ C とする。ただし, 1 ≤ ω...

نمودار تعداد نتایج جستجو در هر سال

با کلیک روی نمودار نتایج را به سال انتشار فیلتر کنید