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Stochastic shortest path problems with associative accumulative criteria [PDF]
Yoshio Ohtsubo
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Differential evolution in shortest path problems
This paper proves that the Di erential Evolution (DE) algorithm is valid to solve the Shortest Path (SP) problem in random, median sized networks. From the trials, we have obtained an 9% accuracy, in the worst case scenario.
Guerreiro, Pedro+2 more
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Evolutionary Algorithms for the Multiobjective Shortest Path Problem [PDF]
José Maria A. Pangilinan+1 more
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Variants of the Shortest Path Problem [PDF]
The shortest path problem in which the \((s,t)\)-paths \(P\) of a given digraph \(G =(V,E)\) are compared with respect to the sum of their edge costs is one of the best known problems in combinatorial optimization. The paper is concerned with a number of variations of this problem having different objective functions like bottleneck, balanced, minimum ...
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On Shortest Path Problems with “Non-Markovian” Link Contribution to Path Lengths
Arunabha Sen+4 more
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Inapproximability results for the inverse shortest paths problem with integer lengths and unique shortest paths [PDF]
Andreas Bley
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A Lower Bound for the Shortest Path Problem
Ketan Mulmuley, Pradyut Shah
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An efficient algorithm for perturbed shortest path problems [PDF]
Lars Grüne, Oliver Junge
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Generalized path-finding algorithms on semirings and the fuzzy shortest path problem
Azedine Boulmakoul
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