Robust classification of high dimensional unbalanced single and multi-label datasets

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Single and multi-label classification are arguably two of the most important topics within the field of machine learning. Single-label classification refers to the case where each sample is assigned to one class, and multi-label classification is where instances are associated with multiple labels simultaneously. Nowadays, research to build robust single and multi-label classification models is still ongoing in the data analytics community because of the emerging complexities in the real-world data, and due to the increasingly research interest in use of data analytics techniques in many fields including biomedicine, finance, text mining, text categorization, and images. Real-world datasets contain complexities which degrade the performance of classifiers. These complexities or open challenges are: imbalanced data, low numbers of samples, high-dimensionality, highly correlated features, label correlations, and missing labels in multi-label space. Several research gaps are identified and motivate this thesis. Class imbalance occurs when the distribution of classes is not uniform among samples. Feature extraction is used to reduce the dimensionality of data. However, the presence of highly imbalanced data in single-label classification misleads existing unsupervised and supervised feature extraction techniques. It produces features biased towards classification of the class with the majority of samples, and results in poor classification performance especially for the minor class. Furthermore, imbalanced multi-labeled data is more ubiquitous than single-labeled data because of several issues including label correlation, incomplete multi-label matrices, and noisy and irrelevant features. High-dimensional highly correlated data exist in several domains such as genomics. Many feature selection techniques consider correlated features as redundant and therefore need to be removed. Several studies investigate the interpretation of the correlated features in domains such as genomics, but investigating the classification capabilities of the correlated feature groups in single-labeled data is a point of interest in several domains. Moreover, high-dimensional multi-labeled data is more challenging than single-labeled data. Only relatively few feature selection methods have been proposed to select the discriminative features among multiple labels due to issues including interdependent labels, different instances sharing different label correlations, correlated features, and missing and noisy labels. This thesis proposes a series of novel algorithms for machine learning to handle the negative effects of the above mentioned problems and improves the performance of the classifiers in single and multi-labeled data. There are seven contributions in this thesis. Contribution 1 proposes novel cost-sensitive principal component analysis (CSPCA) and cost-sensitive non-negative matrix factorization (CSNMF) methods for handling feature extraction of imbalanced single-labeled data. Contribution 2 extends a standard non-negative matrix factorization to a balanced supervised non-negative matrix factorization (BSNMF) to handle the class imbalance problem in supervised non-negative matrix factorization. Contribution 3 introduces an ABC-Sampling algorithm for balancing imbalanced datasets based on Artificial Bee Colony algorithm. Contribution 4 develops a novel supervised feature selection algorithm (SCANMF) by jointly integrating correlation network and structural analysis of the balanced supervised non-negative matrix factorization to handle high-dimensional, highly correlated single-labeled data. Contribution 5 proposes an ensemble feature ranking method using co-expression networks to select optimal features for classification. Contribution 6 proposes a Correlated- and Multi-label Feature Selection method (CMFS), based on NMF for simultaneously performing multi-label feature selection and addressing the following challenges: interdependent labels, different instances sharing different label correlations, correlated features, and missing and awed labels. Contribution 7 presents an integrated multi-label approach (ML-CIB) for simultaneously training the multi-label classification model and addressing the following challenges namely, class imbalance, label correlation, incomplete multi-label matrices, and noisy and irrelevant features. The performance of all novel algorithms in this thesis is evaluated in terms of single and multi-label classification accuracy. The proposed algorithms are evaluated in the context of a childhood leukaemia dataset from The Children Hospital at Westmead, and public datasets for different fields including genomics, finance, text mining, images, and others from online repositories. Moreover, all the results of the proposed algorithms in this thesis are compared to state-of-the-art methods. The experimental results indicate that the proposed algorithms outperform the state-of-the-art methods. Further, several statistical tests including, t-test and Friedman test are applied to evaluate the results to demonstrate the statistical significance of the proposed methods in this thesis.
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