2004
DOI: 10.1016/s0925-2312(03)00378-3
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A neural implementation of the JADE algorithm (nJADE) using higher-order neurons

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Cited by 14 publications
(2 citation statements)
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“…JADE is based on the estimation of kurtosis via cumulants. A neural implementation of JADE [113] adaptively determines the mixing matrices to be jointly diagonalized with JADE. The learning rule uses higher order neurons and generalizes Oja's PCA rule.…”
Section: Easi Jade and Natural-gradient Icamentioning
confidence: 99%
“…JADE is based on the estimation of kurtosis via cumulants. A neural implementation of JADE [113] adaptively determines the mixing matrices to be jointly diagonalized with JADE. The learning rule uses higher order neurons and generalizes Oja's PCA rule.…”
Section: Easi Jade and Natural-gradient Icamentioning
confidence: 99%
“…Independent Component Analysis may also be used in finding linear decompositions where statistical independence is maximized, helping to detect hidden components highlighting particular biological processes or functions with special relevance for the expert in genetics [22]. Independent Component Analysis exploits higher order statistics using well-known algorithms [8], like FixedPoint ICA, JADE, nJADE [39], and MLE exploiting any correlation structure in the data using algorithms based on generalized eigenvalue decompositions [35,36]. For a good review on the emerging field of Genetic Signal Processing [9] is a good recent reference.…”
Section: Motivations and Aimmentioning
confidence: 99%