Time-varying shortest path problems with
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Cai, X.; Kloks, T.; Wong, C. K.
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Article
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1997
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John Wiley and Sons
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English
⚖ 159 KB
We study a new version of the shortest path problem. Let G Å (V, E) be a directed graph. Each arc e √ E has two numbers attached to it: a transit time b(e, u) and a cost c(e, u), which are functions of the departure time u at the beginning vertex of the arc. Moreover, postponement of departure (i.e.