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Bayes optimal classification for decision trees
Author(s) -
Siegfried Nijssen
Publication year - 2008
Publication title -
lirias (ku leuven)
Language(s) - English
Resource type - Conference proceedings
DOI - 10.1145/1390156.1390244
Subject(s) - naive bayes classifier , bayes' theorem , a priori and a posteriori , bayes error rate , maximum a posteriori estimation , bayes classifier , decision tree , computer science , classifier (uml) , artificial intelligence , mathematics , machine learning , data mining , algorithm , bayesian probability , maximum likelihood , statistics , support vector machine , epistemology , philosophy
We present an algorithm for exact Bayes optimal classification from a hypothesis space ofdecision trees satisfying leaf constraints. Ourcontribution is that we reduce this classification problem to the problem of finding a rule-based classifier with appropriate weights. We show that these rules and weights can be computed in linear time from the output of a modified frequent itemset mining algorithm, which means that we can compute the classifier in practice, despite the exponential worst-case complexity. In experiments we comparethe Bayes optimal predictions with those of the maximum a posteriori hypothesis.status: publishe

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