The shortest path improvement problems under Hamming distance

The shortest path improvement problems under Hamming distance

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Article ID: iaor20072043
Country: Netherlands
Volume: 12
Issue: 4
Start Page Number: 351
End Page Number: 361
Publication Date: Dec 2006
Journal: Journal of Combinatorial Optimization
Authors: , ,
Abstract:

In this paper, we consider the shortest path improvement problems under Hamming distance (SPIH), where the weights of edges can be modified only within given intervals. Two models are considered: the general SPIH problem and the SPIH problem with a single pair of required vertices. For the first problem, we show that it is strongly NP-hard. For the second problem, we show that even if the network is a chain network, it is still NP-hard.

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