Sequential testing procedures for checking the rule-applicability of the decision tables encountered in practice are usually found to be minimum-path-length trees. On the basis of this observation, an algorithm is developed for converting decision tables to efficient decision trees. A criterion is defined for estimating the minimum expected cost of the tree in terms of rule probabilities and condition-testing costs and is utilized in arriving at the efficient decision tree. The algorithm is applicable to general limited-entry decision tables and can also be employed for manual coding.
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