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<p>A multiple classifier system is a powerful solution to difficult pattern recognition problems involving large class sets and noisy input because it allows simultaneous use of arbitrary feature descriptors and classification procedures. Decisions by the classifiers can be represented as rankings of classifiers and different instances of a problem. The rankings can be combined by methods that either reduce or rerank a given set of classes. An intersection method and union method are proposed for class set reduction. Three methods based on the highest rank, the Borda count, and logistic regression are proposed for class set reranking. These methods have been tested in applications of degraded machine-printed characters and works from large lexicons, resulting in substantial improvement in overall correctness.</p>
decision theory; pattern recognition; statistical analysis; decision combination; multiple classifier systems; pattern recognition problems; arbitrary feature descriptors; classification procedures; rankings; intersection method; union method; class set reduction; highest rank; Borda count; logistic regression; class set reranking; degraded machine-printed characters

T. Ho, S. Srihari and J. Hull, "Decision Combination in Multiple Classifier Systems," in IEEE Transactions on Pattern Analysis & Machine Intelligence, vol. 16, no. , pp. 66-75, 1994.
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