Although dynamic programming has long provided a powerful approach to optimization problems, its applicability has been somewhat limited because of the large computational requirements of the standard computational algorithm. In recent years a number of new procedures with greatly reduced computational requirements have been developed. The purpose of this paper is to survey a number of the more promising of those techniques. A review of the theory of dynamic programming and the standard computational algorithm is included. Several applications of the new techniques are discussed.
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R. Larson (1967) studied this question.
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