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Low cost and efficient kurtosis-based deflationary ICA method: Application to MRS sources separation problem.

, , , , and . EMBC, page 3191-3194. IEEE, (2016)

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Joint Eigenvalue Decomposition of Non-Defective Matrices Based on the LU Factorization With Application to ICA., and . IEEE Trans. Signal Process., 63 (17): 4594-4608 (2015)Canonical decomposition of even order hermitian positive semi-definite arrays., , and . EUSIPCO, page 515-519. IEEE, (2009)Doa Estimation Based on an Even Order Deflation Scheme., , , and . DSP, page 75-78. IEEE, (2007)Joint Eigenvalue Decomposition Using Polar Matrix Factorization., and . LVA/ICA, volume 6365 of Lecture Notes in Computer Science, page 555-562. Springer, (2010)3A-EMD: A generalized approach for monovariate and multivariate EMD., , , , and . ISSPA, page 300-303. IEEE, (2010)Low cost and efficient kurtosis-based deflationary ICA method: Application to MRS sources separation problem., , , , and . EMBC, page 3191-3194. IEEE, (2016)Investigating Transmembrane Current Source Formulation for Solving the ECG Inverse Problem., , , , , , , , and . SAM, page 371-375. IEEE, (2018)Low rank canonical polyadic decomposition of tensors based on group sparsity., , , , and . EUSIPCO, page 668-672. IEEE, (2017)Localization of extended brain sources from EEG/MEG: The ExSo-MUSIC approach., , , and . NeuroImage, 56 (1): 102-113 (2011)On the behavior of current second order blind source separation methods for first and second order cyclostationary sources-application to CPFSK sources., , and . ICASSP, page 3081-3084. IEEE, (2002)