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Non-unitary joint zero-block diagonalization of matrices using a conjugate gradient algorithm.

, , , , и . EUSIPCO, стр. 1880-1884. IEEE, (2015)

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Nadège Boudet

Nadège Zarrouati-Vissière

Bertrand Thirion

Christian Thirion

Cynthia Moreau

 

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Performance analysis of blind signal separation methods based on asymmetric contrast functions., , и . ICASSP, стр. 1689-1692. IEEE, (2002)Hyperspectral Image Completion Via Tensor Factorization with a Bi-regularization Term., , , , и . J. Signal Process. Syst., 94 (12): 1545-1555 (декабря 2022)An Algebraic Non Orthogonal Joint Block Diagonalization Algorithm for Blind Separation of Convolutive Mixtures of Sources., , , , и . ICA, том 4666 из Lecture Notes in Computer Science, стр. 193-200. Springer, (2007)A novel approach based on non-unitary joint block-diagonalization for the blind MIMO equalization of cyclo-stationary signals., , , , и . EUSIPCO, стр. 1-5. IEEE, (2008)A Regularized Nonnegative Third Order Tensor decomposition Using a Primal-Dual Projected Gradient Algorithm: Application to 3D Fluorescence Spectroscopy., , , , и . ICSM, том 11010 из Lecture Notes in Computer Science, стр. 183-192. Springer, (2018)Computing the polyadic decomposition of nonnegative third order tensors., , и . Signal Process., 91 (9): 2159-2171 (2011)Under-Determined Blind Identification of Cyclo-Stationary Signals with Unknown Cyclic Frequencies., , и . ICASSP (4), стр. 553-556. IEEE, (2006)Nonnegative 3-way tensor factorization via conjugate gradient with globally optimal stepsize., , и . ICASSP, стр. 4040-4043. IEEE, (2011)Blind sources separation based on bilinear time-frequency representations: A performance analysis., , и . ICASSP, стр. 1649-1652. IEEE, (2002)Non-orthogonal zero-diagonalization for source separation based on time-frequency representation., , и . ICASSP (4), стр. 297-300. IEEE, (2005)