Causal Associative Classification

Associative classifiers have received considerable attention due to their easy to understand models and promising performance. However, with a high dimensional dataset, associative classifiers inevitably face two challenges: (1) how to extract a minimal set of strong predictive rules from an explosive number of generated association rules, and (2) how to deal with the highly sensitive choice of the minimal support threshold. In order to address these two challenges, we introduce causality into associative classification, and propose a new framework of causal associative classification. In this framework, we use causal Bayesian networks to bridge irrelevant and redundant features with irrelevant and redundant rules in associative classification. Without loss of prediction power, the feature space involved with the antecedent of a classification rule is reduced to the space of the direct causes, direct effects, and direct causes of the direct effects, a.k.a. the Markov blanket, of the consequent of the rule in causal Bayesian networks. The proposed framework is instantiated via baseline classifiers using emerging patterns. Experimental results show that our framework significantly reduces the model complexity while outperforming the other state-of-the-art algorithms.