Nonadditive Shortest Paths
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1999-04-01
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TRIS Online Accession Number:00813762
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Abstract:To find the shortest path in a network is often a problem in transportation applications. This paper considers a shortest path problem in which the costs are a particular nonlinear, nonseparable function. An algorithm of feasible-directions variety in which subproblems are simple minimum cost flow linear programs is presented. To ensure that a path which produces a lower function value is found, the algorithm contains a heuristic component.
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Main Document Checksum:urn:sha256:6c423bd6e61414fd5be63ebe83ac099e7e76db81840caf91420dd6d34c3e8c21
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