Journal
PATTERN RECOGNITION
Volume 123, Issue -, Pages -Publisher
ELSEVIER SCI LTD
DOI: 10.1016/j.patcog.2021.108393
Keywords
Semi-supervised learning; Multi-task learning; Multi-objective trees; Ensemble learning; Semi-supervised learning; Multi-task learning; Multi-objective trees; Ensemble learning
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This paper introduces alternative semi-supervised tree-based strategies that are robust to scale differences both in terms of feature and target variables. Proposing the use of a scale-invariant proximity measure by means of tree-based ensembles to preserve the original characteristics of the data, the paper updates the classical tree derivation procedure to a multi-criteria form to resolve scale inconsistencies.
Scale inconsistency is a widely encountered issue in multi-output learning problems. Specifically, target sets with multiple real valued or a mixture of categorical and real valued variables require addressing the scale differences to obtain predictive models with sufficiently good performance. Data transformation techniques are often employed to solve that problem. However, these operations are susceptible to different shortcomings such as changing the statistical properties of the data and increase the computational burden. Scale differences also pose problem in semi-supervised learning (SSL) models as they require processing of unsupervised information where distance measures are commonly employed. Classical distance metrics can be criticized as they lose efficiency when variables exhibit type or scale differences, too. Besides, in higher dimensions distance metrics cause problems due to loss of discriminative power. This paper introduces alternative semi-supervised tree-based strategies that are robust to scale differences both in terms of feature and target variables. We propose use of a scale-invariant proximity measure by means of tree-based ensembles to preserve the original characteristics of the data. We update classical tree derivation procedure to a multi-criteria form to resolve scale inconsistencies. We define proximity based clustering indicators and extend the supervised model with unsupervised criteria. Our experiments show that proposed method significantly outperforms its benchmark learning model that is predictive clustering trees.(c) 2021 Elsevier Ltd. All rights reserved.
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