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Evolving Multi-label Classification Rules by Exploiting High-order Label Correlation
TL;DR: This paper aims at exploiting the high-order label correlations locally using supervised learning classifier systems (UCS) using the label powerset (LP) strategy and a prediction aggregation is utilized that improves the prediction capability of the LP method in the presence of unseen labelsets.
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Abstract: In multi-label classification tasks, each problem instance is associated with multiple classes simultaneously. In such settings, the correlation between labels contains valuable information that can be used to obtain more accurate classification models. The correlation between labels can be exploited at different levels such as capturing the pair-wise correlation or exploiting the higher-order correlations. Even though the high-order approach is more capable of modeling the correlation, it is computationally more demanding and has scalability issues. This paper aims at exploiting the high-order label correlation within subsets of labels using a supervised learning classifier system (UCS). For this purpose, the label powerset (LP) strategy is employed and a prediction aggregation within the set of the relevant labels to an unseen instance is utilized to increase the prediction capability of the LP method in the presence of unseen labelsets. Exact match ratio and Hamming loss measures are considered to evaluate the rule performance and the expected fitness value of a classifier is investigated for both metrics. Also, a computational complexity analysis is provided for the proposed algorithm. The experimental results of the proposed method are compared with other well-known LP-based methods on multiple benchmark datasets and confirm the competitive performance of this method.
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CLIP in Medical Imaging: A Comprehensive Survey
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Intelligent classification of coal structure using multinomial logistic regression, random forest and fully connected neural network with multisource geophysical logging data
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Multi-label classification with local pairwise and high-order label correlations using graph partitioning
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