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Following work of Stroud and Saeger, we investigate the formulation of the port of entry inspection algorithm problem as a problem of finding an optimal binary decision tree for an appropriate Boolean decision function. We report on an experimental analysis of the robustness of the conclusions of the Stroud-Saeger analysis and show that the optimal inspection strategy is remarkably insensitive to variations in the parameters needed to apply the Stroud-Saeger method.

Experimental Analysis of Sequential Decision Making Algorithms for Port of Entry Inspection Procedures