Abstract
Consider the 3 × n flow-shop problem with machines A, B, and C. By AB and BC optimum we mean optimal solutions produced by Johnson's method for the two-machine problems AB and BC, respectively. Although not every permutation that is an AB and BC optimum simultaneously is an optimal solution of the entire problem, the set P of such permutations does contain an ABC optimum whenever it is not empty. We summarize known analytical results and solution procedures for the 3 × n flow-shop problem.

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