2013
DOI: 10.7763/ijmlc.2013.v3.279
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An Improved Independent Component Analysis Algorithm Based on Artificial Immune System

Abstract: Abstract-Traditional independent component analysis (ICA) method based on FastICA algorithm faced two main disadvantages. One is that the order of the independent components (ICs) is difficult to be determined and the other is that the FastICA algorithm often leads to local minimum solution, and the suitable source signals are not isolated. To alleviate these problems, an improved ICA algorithm based on artificial immune system (AIS) (called AIS-ICA) is presented. AIS is an attractive heuristic technique and h… Show more

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Cited by 8 publications
(3 citation statements)
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“…The ICA method allows for separating the statistically independent signals and it has been already successfully used for the fECG extraction [25]. This algorithm is relatively computationally demanding; therefore, several faster variants of this method have been introduced [29], [99]. The most commonly used variant, the so-called FastICA algorithm, was successfully applied to extract the fECG from aECGs [72].…”
Section: Methodsmentioning
confidence: 99%
“…The ICA method allows for separating the statistically independent signals and it has been already successfully used for the fECG extraction [25]. This algorithm is relatively computationally demanding; therefore, several faster variants of this method have been introduced [29], [99]. The most commonly used variant, the so-called FastICA algorithm, was successfully applied to extract the fECG from aECGs [72].…”
Section: Methodsmentioning
confidence: 99%
“…If the method is applied to signals where there are multiple Gaussian sources, then it cannot extract these sources [27,58]. In recent years, many improved ICA algorithms have been proposed [26,[59][60][61][62]. One of them, the FastICA algorithm, is widely used due to its fast convergence.…”
Section: Independent Component Analysismentioning
confidence: 99%
“…It has been applied in the fields of meteorology [45], oceanography [46], volcanology [47,48], and remote sensing [49]. This study, however, uses wavelet transform for extracting the representative periodic components which affect the data series because ICA often leads to local minimum solution and the suitable source signals are not isolated [50]. Moreover, the order of the independent components (ICs) is difficult to be determined in comparison with wavelet transform.…”
Section: Extraction Of a Representative Time Series By Waveletmentioning
confidence: 99%