2019
DOI: 10.1007/s00500-019-03879-7
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Novel machine learning approach for classification of high-dimensional microarray data

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Cited by 61 publications
(30 citation statements)
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“…Independent component analysis (ICA) also has been used for the feature extraction of microarray gene expression data in numerous works [61]. For microarray data, Musheer et al proposed a novel (artificial bee colony) ABC-based feature selection approach [62], including two stages: ICAbased extraction method and ABC-based wrapper approach, respectively. Therefore, the merit of ICA is that the number of extracted features is always equal to the number of samples.…”
Section: Independent Component Analysismentioning
confidence: 99%
“…Independent component analysis (ICA) also has been used for the feature extraction of microarray gene expression data in numerous works [61]. For microarray data, Musheer et al proposed a novel (artificial bee colony) ABC-based feature selection approach [62], including two stages: ICAbased extraction method and ABC-based wrapper approach, respectively. Therefore, the merit of ICA is that the number of extracted features is always equal to the number of samples.…”
Section: Independent Component Analysismentioning
confidence: 99%
“…At present, many scholars have applied the machine learning method to cancer classification and thus designed various classification models and achieved satisfactory results. For example, Musheer et al [ 25 ] used a naive Bayes classifier to classify and evaluate six microarray cancer datasets after feature reduction, which proved that the algorithm has certain significance. Ye et al [ 1 ] applied the KNN classifier to evaluate the extracted information gene subset, which improved the classification accuracy.…”
Section: Related Workmentioning
confidence: 99%
“…The selection of points as support vectors was influenced by the shape and character or condition of the features of the data. By getting the best features, the margin on the support vector can be maximized [23][24][25]. Equation (7) presents the function that must be optimized from the hyperplane margin where w is the unit vector found in the hyperplane.…”
Section: Figure 3 Cfs Flowchartmentioning
confidence: 99%