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Math @ Duke
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Publications [#330667] of Cynthia D. Rudin
Papers Published
- Bertsimas, D; Chang, A; Rudin, C, An integer optimization approach to associative classification,
Advances in Neural Information Processing Systems, vol. 4
(December, 2012),
pp. 3302-3310, ISBN 9781627480031
(last updated on 2026/01/16)
Abstract: We aim to design classifiers that have the interpretability of association rules yet have predictive power on par with the top machine learning algorithms for classification. We propose a novel mixed integer optimization (MIO) approach called Ordered Rules for Classification (ORC) for this task. Our method has two parts. The first part mines a particular frontier of solutions in the space of rules, and we show that this frontier contains the best rules according to a variety of interestingness measures. The second part learns an optimal ranking for the rules to build a decision list classifier that is simple and insightful. We report empirical evidence using several different datasets to demonstrate the performance of this method.
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Mathematics Department
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